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#fff; + z-index: 100; +} + +.flipped { + transform: rotate(0.5turn); +} + +.dark #toptoggle { + border: 1px solid #fff; + background-color: #222; +} + +#fileinfodiv { + flex: 20rem 1 0; + overflow: auto; +} + +#bomcontrols { + display: flex; + flex-direction: row-reverse; +} + +#bomcontrols>* { + flex-shrink: 0; +} + #dbg { display: block; } @@ -841,7 +893,11 @@ a { ::-moz-focus-inner { padding: 0; } - +/* #bomhead { + position: sticky; + top: 0px; + z-index: 1; +} */ </style> <script type="text/javascript" > /////////////////////////////////////////////// @@ -919,7 +975,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false, /////////////////////////////////////////////// /////////////////////////////////////////////// -var pcbdata = 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")) +var pcbdata = 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")) /////////////////////////////////////////////// /////////////////////////////////////////////// @@ -1984,22 +2040,50 @@ function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonCo function drawTracks(canvas, layer, defaultColor, highlight) { ctx = canvas.getContext("2d"); ctx.lineCap = "round"; + + var hasHole = (track) => ( + 'drillsize' in track && + track.start[0] == track.end[0] && + track.start[1] == track.end[1]); + + // First draw tracks and tented vias for (var track of pcbdata.tracks[layer]) { if (highlight && highlightedNet != track.net) continue; - ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor; - ctx.lineWidth = track.width; - ctx.beginPath(); - if ('radius' in track) { - ctx.arc( - ...track.center, - track.radius, - deg2rad(track.startangle), - deg2rad(track.endangle)); - } else { + if (!hasHole(track)) { + ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor; + ctx.lineWidth = track.width; + ctx.beginPath(); + if ('radius' in track) { + ctx.arc( + ...track.center, + track.radius, + deg2rad(track.startangle), + deg2rad(track.endangle)); + } else { + ctx.moveTo(...track.start); + ctx.lineTo(...track.end); + } + ctx.stroke(); + } + } + // Second pass to draw untented vias + var style = getComputedStyle(topmostdiv); + var holeColor = style.getPropertyValue('--pad-hole-color') + + for (var track of pcbdata.tracks[layer]) { + if (highlight && highlightedNet != track.net) continue; + if (hasHole(track)) { + ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor; + ctx.lineWidth = track.width; + ctx.beginPath(); ctx.moveTo(...track.start); ctx.lineTo(...track.end); + ctx.stroke(); + ctx.strokeStyle = holeColor; + ctx.lineWidth = track.drillsize; + ctx.lineTo(...track.end); + ctx.stroke(); } - ctx.stroke(); } } @@ -2037,14 +2121,14 @@ function clearCanvas(canvas, color = null) { function drawNets(canvas, layer, highlight) { var style = getComputedStyle(topmostdiv); - if (settings.renderTracks) { - var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color'); - drawTracks(canvas, layer, trackColor, highlight); - } if (settings.renderZones) { var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color'); drawZones(canvas, layer, zoneColor, highlight); } + if (settings.renderTracks) { + var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color'); + drawTracks(canvas, layer, trackColor, highlight); + } if (highlight && settings.renderPads) { var padColor = style.getPropertyValue('--pad-color-highlight'); var padHoleColor = style.getPropertyValue('--pad-hole-color'); @@ -3914,13 +3998,15 @@ function changeBomLayout(layout) { } document.getElementById("frontcanvas").style.display = "none"; document.getElementById("backcanvas").style.display = "none"; - document.getElementById("bot").style.height = ""; + document.getElementById("topmostdiv").style.height = ""; + document.getElementById("topmostdiv").style.display = "block"; break; case 'top-bottom': document.getElementById("tb-btn").classList.add("depressed"); document.getElementById("frontcanvas").style.display = ""; document.getElementById("backcanvas").style.display = ""; - document.getElementById("bot").style.height = "calc(100% - 80px)"; + document.getElementById("topmostdiv").style.height = "100%"; + document.getElementById("topmostdiv").style.display = "flex"; document.getElementById("bomdiv").classList.remove("split-horizontal"); document.getElementById("canvasdiv").classList.remove("split-horizontal"); document.getElementById("frontcanvas").classList.add("split-horizontal"); @@ -3947,7 +4033,8 @@ function changeBomLayout(layout) { document.getElementById("lr-btn").classList.add("depressed"); document.getElementById("frontcanvas").style.display = ""; document.getElementById("backcanvas").style.display = ""; - document.getElementById("bot").style.height = "calc(100% - 80px)"; + document.getElementById("topmostdiv").style.height = "100%"; + document.getElementById("topmostdiv").style.display = "flex"; document.getElementById("bomdiv").classList.add("split-horizontal"); document.getElementById("canvasdiv").classList.add("split-horizontal"); document.getElementById("frontcanvas").classList.remove("split-horizontal"); @@ -4241,6 +4328,18 @@ function hideNetlistButton() { document.getElementById("bom-netlist-btn").style.display = "none"; } +function topToggle() { + var top = document.getElementById("top"); + var toptoggle = document.getElementById("toptoggle"); + if (top.style.display === "none") { + top.style.display = "flex"; + toptoggle.classList.remove("flipped"); + } else { + top.style.display = "none"; + toptoggle.classList.add("flipped"); + } +} + window.onload = function (e) { initUtils(); initRender(); @@ -4274,6 +4373,12 @@ window.matchMedia("print").addListener(resizeAll); /////////////////////////////////////////////// /////////////////////////////////////////////// +// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => { +// for(var tr of bom.childNodes) { +// tr.onclick = tr.onmousemove; +// tr.onmousemove = null; +// }; +// }); /////////////////////////////////////////////// </script> @@ -4283,8 +4388,30 @@ window.matchMedia("print").addListener(resizeAll); <div id="topmostdiv" class="topmostdiv"> <div id="top"> - <div style="float: right; height: 100%;"> - <div class="hideonprint menu" style="float: right; top: 8px;"> + <div id="fileinfodiv"> + <table class="fileinfo"> + <tbody> + <tr> + <td id="title" class="title" style="width: 70%"> + Title + </td> + <td id="revision" class="title" style="width: 30%"> + Revision + </td> + </tr> + <tr> + <td id="company"> + Company + </td> + <td id="filedate"> + Date + </td> + </tr> + </tbody> + </table> + </div> + <div id="bomcontrols"> + <div class="hideonprint menu"> <button class="menubtn"></button> <div class="menu-content"> <label class="menu-label menu-label-top" style="width: calc(50% - 18px)"> @@ -4379,8 +4506,7 @@ window.matchMedia("print").addListener(resizeAll); </label> </div> </div> - <div class="button-container hideonprint" - style="float: right; position: relative; top: 8px"> + <div class="button-container hideonprint"> <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')" title="Front only">F </button> @@ -4391,8 +4517,7 @@ window.matchMedia("print").addListener(resizeAll); title="Back only">B </button> </div> - <div class="button-container hideonprint" - style="float: right; position: relative; top: 8px"> + <div class="button-container hideonprint"> <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')" title="BOM only"></button> <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')" @@ -4400,8 +4525,7 @@ window.matchMedia("print").addListener(resizeAll); <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')" title="BOM top, drawings bot"></button> </div> - <div class="button-container hideonprint" - style="float: right; position: relative; top: 8px"> + <div class="button-container hideonprint"> <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')" title="Grouped BOM"></button> <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')" @@ -4409,7 +4533,7 @@ window.matchMedia("print").addListener(resizeAll); <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')" title="Netlist"></button> </div> - <div class="hideonprint menu" style="float: right; top: 8px;"> + <div class="hideonprint menu"> <button class="statsbtn"></button> <div class="menu-content"> <table class="stats"> @@ -4454,7 +4578,7 @@ window.matchMedia("print").addListener(resizeAll); </table> </div> </div> - <div class="hideonprint menu" style="float: right; top: 8px;"> + <div class="hideonprint menu"> <button class="iobtn"></button> <div class="menu-content"> <div class="menu-label menu-label-top"> @@ -4493,30 +4617,13 @@ window.matchMedia("print").addListener(resizeAll); </div> </div> </div> - <div id="fileinfodiv" style="overflow: auto;"> - <table class="fileinfo"> - <tbody> - <tr> - <td id="title" class="title" style="width: 70%"> - Title - </td> - <td id="revision" class="title" style="width: 30%"> - Revision - </td> - </tr> - <tr> - <td id="company"> - Company - </td> - <td id="filedate"> - Date - </td> - </tr> - </tbody> - </table> + </div> + <div id="topdivider"> + <div class="hideonprint"> + <div id="toptoggle" onclick="topToggle()">︽</div> </div> </div> - <div id="bot" class="split" style="height: calc(100% - 80px)"> + <div id="bot" class="split" style="flex: 1 1"> <div id="bomdiv" class="split split-horizontal"> <div style="width: 100%"> <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup" diff --git a/doc/build/doctrees/environment.pickle b/doc/build/doctrees/environment.pickle index 8e621b109cb27a056005a3848ef9e0cbf74a5218..14b98708f1fc10308d65017255495bd6313010a4 100644 GIT binary patch literal 99253 zcmeHwd6*nmb+4>-w9H7O-Ii>(JzgZ?o>lT92w0XEgjOuskPnG+FE!Iu>dn1KGdLnP zi|rvrJi(oWM?xNaBw-7IBoOklvSlGGfrQO$2D63)LP8)RFZp=CbMCFWRoz`(-M703 zz3=n<Q8iun+;h)8=iGD7-5*@>%gdKsvV{Jejpbs-%Fm9P`EypOkk6U<O3m4DTh+>@ 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center +------------------------------------------------------+--------------------------------------------------------+---------------------------------------------------+ - | .. image::../img/Logo/partners/logo_inrae.jpg | .. image::../img/Logo/partners/logo_univ_gustave.png | .. image::../img/Logo/partners/logo_ilvo.png | + | .. image::../img/Logo/partners/logo_inrae.jpg | .. image::../img/Logo/partners/logo_univ_gustave.png | .. image::../img/Logo/partners/logo_ilvo.png | +------------------------------------------------------+--------------------------------------------------------+---------------------------------------------------+ - | .. image::../img/Logo/partners/logo_univ_mons.png | .. image::../img/Logo/partners/ige.png | | + | .. image::../img/Logo/partners/logo_univ_mons.png | .. image::../img/Logo/partners/ige.png | | +------------------------------------------------------+--------------------------------------------------------+---------------------------------------------------+ diff --git a/doc/source/source_rst/V2023.x.x/V2023_step_03.rst b/doc/build/html/_sources/source_rst/V2023.x.x/V2023_step_03.rst.txt similarity index 99% rename from doc/source/source_rst/V2023.x.x/V2023_step_03.rst rename to doc/build/html/_sources/source_rst/V2023.x.x/V2023_step_03.rst.txt index 46f3a442..ed1a04e1 100644 --- a/doc/source/source_rst/V2023.x.x/V2023_step_03.rst +++ b/doc/build/html/_sources/source_rst/V2023.x.x/V2023_step_03.rst.txt @@ -30,8 +30,7 @@ Required components .. csv-table:: List of components - :file: ../../img/v2023.x.x/step_n_3/MUX_board_list_2_xx.csv - :widths: 30, 70, 70, 70, 70, 35, 35 + :file: ../V2023.x.x/MUX_board_list_2_xx.csv :header-rows: 1 @@ -150,6 +149,7 @@ Required components This step must be duplicated 4 times for every Mux card. + **PART B** MUX board address ====================================================== To build an ohmpi it is necessary to have 4 MUX boards, with 4 different addresses. It is therefore necessary to identify each board, by assigning an address, which will be allocated in the OhmPi code. diff --git a/doc/build/html/_sources/source_rst/V2024.x.x/V2024.rst.txt b/doc/build/html/_sources/source_rst/V2024.x.x/V2024.rst.txt new file mode 100644 index 00000000..b8c92ae3 --- /dev/null +++ b/doc/build/html/_sources/source_rst/V2024.x.x/V2024.rst.txt @@ -0,0 +1,326 @@ +******************************************** +OhmPi V2023 (64 electrodes and 12V) +******************************************** + +.. warning:: + **OhmPi is a participative project open to all, it requires skills in electronics and to respect the safety rules. OhmPi must be assembled in a professional context and by people competent in electronics. The OhmPi team cannot be held responsible for any material or human damage which would be associated with the use or the assembly of OhmPi. The OhmPi team cannot be held responsible if the equipment does not work after assembly.** + + + +.. figure:: ../../img/v2023.x.x/image_ohmpi_2.jpg + :width: 400px + :align: center + :height: 350px + :alt: OhmPi V: 2023.0.0-rc1 + :figclass: align-center + +.. note:: + In this version, we have developed two new board types that allow the assembly of OhmPi v2023, a measurement board and a multiplexer board. + This new version is made up of: + + 1. A measurement board for four-point measurement + + 2. 4 multiplexer cards + + 3. A box + + The OhmPi V2023 software has been adapted to handle this new boards and also includes many new functionalities. + +The philosophy of OhmPi +======================== + +The philosophy of OhmPi V2023 is to offer a new DIY multi-electrode resistivity meter. It is a resistivity meter with 64 electrodes, which can be upgraded to 128 electrodes. +It is limited to low-current injection, but suitable for small laboratory experiments and small field time-lapse monitoring. +OhmPi is developed by a team that seeks to share its experience and wishes to improve and offer a more and more robust tool to the community. OhmPi 2023 is completely different version from the previous one. +We will stop the development on the version V1.0x, to dedicate our efforts on this new version. + +============================================================================================================================================================= + +Hardware +======== + +Specifications +-------------- + ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +| **Parameter** | **V1.0x** | Units | **v2023** | Units | ++===============================+=======================+===========+=======================+===========+ +|Electrodes |32 | |64 to 128 | | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Operating temperature |-0 to 50 |°c |-25 to 50 |°C | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Power consumption of CPU and |18.5 |W |18.5 |W | +|control system | | | | | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Voltage injection |12 |V |12 |V | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Battery |9 |V |12 |V | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Current |0 to 40 |mA |0 to 40 |mA | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Min pulse duration |150 |ms |150 |ms | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Input impedance |80 |MOhm |80 |MOhm | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Data storage |micro SD card | |micro SD card | | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ +|Resolution |0.01 |Ohm |0.01 |Ohm | ++-------------------------------+-----------------------+-----------+-----------------------+-----------+ + +Building an OhmPi V2023 step by step +------------------------------------ + +.. toctree:: + :maxdepth: 2 + + V2024_step_01 + V2024_step_02 + V2024_step_03 + V2024_step_04 + + +Software and operation +====================== + +System architecture +------------------- + +The OhmPi V2023 software is designed around a new architecture whose main components are summarized in the figure below. + +.. figure:: ../../img/architecture.png + + Software architecture of OhmPi V2023. + +The general system configuration is defined in the `config.py` file covered in the `Configuration file`_ section. +The acquisition settings (i.e. injection duration, stacks...) are defined in a separate JSON file (default: ohmpi_settings.json). + +The central software component is the ohmpi.py file that contains the OhmPi class that interacts with the hardware. Other python files include utils and handlers (see the `Loggers`_ section for more details). +A communication layer (I/O interface) on top of OhmPi allows for different user interfaces depending on the use cases (see `Interfaces and applications`_). + +Loggers +------- + +Loggers have been introduced in this release. They use the excellent logging python package. +Specific handlers have been implemented for running with ohmpi.py (one for logging to an mqtt broker (see `MQTT interface`_ for more details) and one for creating zipped rotated logs on disk). + +Two loggers have been defined. The first one is dedicated to log operations execution. It is named exec_logger. The second one, named data_logger, is dedicated to log data. A third one is planned to log the state of health (SOH) of the system in a future version. + +By default, logs are written to the console (print-like), stored locally in files (a zip is created after some time i.e. every day and/or when the size of the log exceeds a maximum size) and sent to an MQTT broker. Different logging levels may be defined for the different logs and handlers in the `Configuration file`_. + +Advanced users may write new handlers and edit the `setup_loggers.py` file to customize the logging mechanisms to their needs. + +Configuration file +------------------ + +The configuration of the OhmPi file `config.py` allows to configure the OhmPi. +A default version of `config.py` is provided in the repository. +This file should be edited to customize the configuration following the user's needs and preferences. + +The configuration includes setting the logging level desired for the different loggers and handlers, setting the mqtt broker(s) used for logging and control of the OhmPi and defining the options used for MQTT communication (i.e. username, password, security options...) + +One should make sure to understand the parameters before altering them. It is also recommended to keep a copy of the default configuration. + + + +Interfaces and applications +--------------------------- + +Different interfaces can be used to interact with the OhmPi. + +Available interfaces are: +- `Web interface`_ (=HTTP interface): run in bash: `bash run_http_interface.sh` +- Python API: import the OhmPi class from Python script: `from ohmpi import OhmPi` (see `Python interface`_) +- MQTT: IoT messaging through a broker (see `MQTT interface`_) + + +Web interface +............. + +This is a user friendly graphical interface for new users as well as running quick and easy acquisitions. + +The Raspberry Pi of the OhmPi is used as a Wi-Fi Access Point (AP) and runs +a small webserver to serve the 'index.html' interface. Using a laptop or +a mobile phone connected to the Wi-Fi of the Raspberry Pi, one can see this +interface, upload sequences, change parameters, run a sequence and download data. + +To configure the Raspberry Pi to act as an access point and run +the webserver automatically on start, see instructions on `raspap.com <https://raspap.com/>`_ and in 'runOnStart.sh'. + +Once configured, the webserver should start by itself on start and once +connected to the Pi, the user can go to `10.3.141.1:8080 <http://10.3.141.1:8080>`_ +to access the interface. + +.. figure:: ../../img/http-interface-pseudo-section.png + + Web interface with its interactive pseudo-section. + + +.. figure:: ../../img/http-interface-evolution.png + + Evolution of quadrupole apparent resistivity with time. + + +.. figure:: ../../img/http-interface-rs.png + + Contact resistance check. + + + +Python interface +................ + +This interface offers a more direct access to the software components especially well suited for testing or automation on the Raspberry Pi. + +By importing the `OhmPi` class from the ohmpi.py, one can control the OhmPi using interactive IPython. +Typically, it involves using the terminal or an Python IDE such as Thonny on the Raspberry Pi. One can also connect using +ssh and run the Python interface (see PuTTY on Windows or ssh command on macOS/Linux). + +To access the Python API, make sure the file ohmpi.py is in the same +directory as where you run the commands/script. The file ohmpi.py can +be found on the OhmPi gitlab repository. We recommend downloading the +entire repository as ohmpi.py import other .py files and default configuration +files (.json and .py). + + +.. code-block:: python + :caption: Example of using the Python API to control OhmPi + + import os + import numpy as np + import time + os.chdir("/home/pi/OhmPi") + from ohmpi import OhmPi + + ### Define object from class OhmPi + k = OhmPi() # this loads default parameters from the disk + + ### Default parameters can also be edited manually + k.settings['injection_duration'] = 0.5 # injection time in seconds + k.settings['nb_stack'] = 1 # one stack is two half-cycles + k.settings['nbr_meas'] = 1 # number of time the sequence is repeated + + ### Update settings if needed + k.update_settings({"injection_duration":0.2}) + + ### Set or load sequence + k.sequence = np.array([[1,2,3,4]]) # set numpy array of shape (n,4) + # k.set_sequence('1 2 3 4\n2 3 4 5') # call function set_sequence and pass a string + # k.load_sequence('ABMN.txt') # load sequence from a local file + + ### Run contact resistance check + k.rs_check() + + ### Run sequence (synchronously - it will wait that all + # sequence is measured before returning the prompt + k.run_sequence() + # k.run_sequence_async() # sequence is run in a separate thread and the prompt returns immediately + # time.sleep(2) + # k.interrupt() # kill the asynchron sequence + + ### Run multiple sequences at given time interval + k.settings['nb_meas'] = 3 # run sequence three times + k.settings['sequence_delay'] = 100 # every 100 s + k.run_multiple_sequences() # asynchron + # k.interrupt() # kill the asynchron sequence + + ### Single measurement can also be taken with + k.switch_mux_on([1, 4, 2, 3]) + k.run_measurement() # use default acquisition parameters + k.switch_mux_off([1, 4, 2, 3]) # don't forget this! risk of short-circuit + + ### Custom or adaptative argument, see help(k.run_measurement) + k.run_measurement(nb_stack=4, # do 4 stacks (8 half-cycles) + injection_duration=2, # inject for 2 seconds + autogain=True) # adapt gain of ADS to get good resolution + + + +MQTT interface +.............. + +This is an interface designed for an advanced remote usage of the OhmPi such as remote automation, data consumption by multiple processes and interaction with other sensors in the scope of a monitoring. It is based on the MQTT protocol, designed for the Internet of Things (IoT), to interact with the OhmPi. + +This option allows interacting remotely with a single OhmPi, a network of OhmPis, as well as auxiliary instruments and sensors. The communication is based on a publish/subscribe approach and involves a MQTT broker. + +An example of MQTT broker that can be used is `Mosquitto <https://mosquitto.org/>`_. Depending on the monitoring needs, an MQTT broker can be set up locally on the Raspberry Pi, on a local network or any remote server reachable through the net. A local Mosquitto broker can be set up and enabled to run as a service on the OhmPi using the bash script install_local_mqtt_broker.sh. + +MQTT messages include logging messages from the OhmPi and commands sent to the OhmPi. These messages can be examined easily using a third party software such as `MQTT Explorer <http://mqtt-explorer.com/>`_. + +Commands sent on the broker are received by the ohmpi.py script that runs on the OhmPi (make sure ohmpi.py starts on reboot) and further processed. +MQTT commands are sent in JSON format following the Python API with kwargs as illustrated below: + +.. code-block:: json + :caption: Updating acquisition settings. + + { + "cmd_id": "3fzxv121UITwGjWYgcz4xw", + "cmd": "update_settings", Depending on the experiment needs, MQTT brokers can be set up locally on the Raspberry Pi or on a local or remote server. + "kwargs": { + "config": { + "nb_meas": 2, + "nb_electrodes": 10, + "nb_stack": 2, + "injection_duration": 2, + "sequence_delay": 100 + } + } + } + + +.. code-block:: json + :caption: Check contact resistances + + { + "cmd_id": "3fzxv121UITwGjWYgcz4xw", + "cmd": "rs_check", + } + +.. code-block:: json + :caption: Running a sequence. + + { + "cmd_id": "3fzxv121UITwGjWYgcz4Yw", + "cmd": "run_sequence", + } + +.. code-block:: json + :caption: Running same sequence multiple times (nb_meas). + + { + "cmd_id": "3fzxv121UITwGjWYgcz4Yw", + "cmd": "run_multiple_sequences", + } + +.. code-block:: json + :caption: Interrupt current acquisition. + + { + "cmd_id": "3fzxv121UITwGjWYgcz4xw", + "cmd": "interrupt", + } + +Custom processing of messages and tailor-made dashboards for monitoring experiments may be designed using a browser-based flow editor such as `Node-red <http://mqtt-explorer.com/>`_. +This may help designing complex IoT experiments and monitoring systems in which OhmPi is a component. + +Examples incorporating execution commands and data outputs from OhmPi can be found in the OhmPi examples. Once Node-RED is installed on the OhmPi, these examples can be accessed separately by running a command in the console such as : + +.. code-block:: console + node-red basic_ohmpi_flows_node-red.json + +These examples may require installing some additional node packages in order to work properly. This can be done in the `Palette Manager <https://nodered.org/docs/user-guide/editor/palette/manager> within Node-RED. + +.. figure:: ../../img/node-red_flow.png + + Example flow in node-red to interact with an OhmPi. + + +.. figure:: ../../img/node-red_interface_control.png + + Example of a dashboard UI created with node-red to interact with an OhmPi - control tab. + +.. figure:: ../../img/node-red_interface_data.png + + Example of a dashboard UI created with node-red to interact with an OhmPi - data visualization tab. + + +For more documentation dedicated to node-red, please refer to the Node-red `cookbooks <https://cookbook.nodered.org/>`_. diff --git a/doc/build/html/_sources/source_rst/api.rst.txt b/doc/build/html/_sources/source_rst/api.rst.txt index 20046317..447c042c 100644 --- a/doc/build/html/_sources/source_rst/api.rst.txt +++ b/doc/build/html/_sources/source_rst/api.rst.txt @@ -8,5 +8,3 @@ API reference :members: - - diff --git a/doc/build/html/_sources/source_rst/hardware/mb.rst.txt b/doc/build/html/_sources/source_rst/hardware/mb.rst.txt index 1cd14a78..6fc21141 100644 --- a/doc/build/html/_sources/source_rst/hardware/mb.rst.txt +++ b/doc/build/html/_sources/source_rst/hardware/mb.rst.txt @@ -10,8 +10,9 @@ The characteristics of each measurement board are described in the following tab Specifications -------------- - - + +----------------------------------+-----------------------+ + | **Parameters** |**v2023.0.1** | + +----------------------------------+-----------------------+ .. table:: :align: center diff --git a/doc/build/html/_sources/source_rst/hardware/mb/mb_2024.rst.txt b/doc/build/html/_sources/source_rst/hardware/mb/mb_2024.rst.txt index 2497966a..65656c36 100644 --- a/doc/build/html/_sources/source_rst/hardware/mb/mb_2024.rst.txt +++ b/doc/build/html/_sources/source_rst/hardware/mb/mb_2024.rst.txt @@ -5,3 +5,11 @@ Measurement board v2024 ======================= + + + +You can also include a file directly: + +.. raw:: html + :file: ../../../bomlist/ibom.html + diff --git a/doc/build/html/_sources/source_rst/hardware/mux_2023.rst.txt b/doc/build/html/_sources/source_rst/hardware/mux_2023.rst.txt index 79791372..462d9f77 100644 --- a/doc/build/html/_sources/source_rst/hardware/mux_2023.rst.txt +++ b/doc/build/html/_sources/source_rst/hardware/mux_2023.rst.txt @@ -30,8 +30,8 @@ Required components .. csv-table:: List of components - :file: ../../img/v2023.x.x/step_n_3/a/MUX_board_list_2_xx.csv - :widths: 30, 70, 70, 70, 70, 35, 35 + :file: ../hardware/mb/MUX_board_2023.csv + :widths: 30, 70, 70, 70, 70, 35, 35,1 :header-rows: 1 diff --git a/doc/build/html/index.html b/doc/build/html/index.html index a6157755..9d803160 100644 --- a/doc/build/html/index.html +++ b/doc/build/html/index.html @@ -85,7 +85,7 @@ <dd class="field-odd"><p>v2024rc</p> </dd> <dt class="field-even">Date<span class="colon">:</span></dt> -<dd class="field-even"><p>Nov 29, 2023</p> +<dd class="field-even"><p>Dec 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"sphinx.domains.rst": 2, "sphinx.domains.std": 2, "sphinx": 56}}) \ No newline at end of file diff --git a/doc/build/html/source_rst/Ohmpi.html b/doc/build/html/source_rst/Ohmpi.html index 28392aa4..d59f1cbc 100644 --- a/doc/build/html/source_rst/Ohmpi.html +++ b/doc/build/html/source_rst/Ohmpi.html @@ -103,6 +103,18 @@ </section> <section id="partners"> <h2><strong>Partners:</strong><a class="headerlink" href="#partners" title="Permalink to this heading">ïƒ</a></h2> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td></td> +<td></td> +<td></td> +</tr> +<tr class="row-even"><td></td> +<td></td> +<td></td> +</tr> +</tbody> +</table> </section> <section id="citing-ohmpi"> <h2><strong>Citing OhmPi:</strong><a class="headerlink" href="#citing-ohmpi" title="Permalink to this heading">ïƒ</a></h2> diff --git a/doc/build/html/source_rst/V2023.x.x/V2023_step_03.html b/doc/build/html/source_rst/V2023.x.x/V2023_step_03.html new file mode 100644 index 00000000..9b103dfe --- /dev/null +++ b/doc/build/html/source_rst/V2023.x.x/V2023_step_03.html @@ -0,0 +1,431 @@ +<!DOCTYPE html> +<html class="writer-html5" lang="en" > +<head> + <meta charset="utf-8" /><meta name="generator" content="Docutils 0.18.1: http://docutils.sourceforge.net/" /> + + <meta name="viewport" content="width=device-width, initial-scale=1.0" /> + <title>STEP n°3: MUX board — OhmPi v2024rc documentation</title> + <link rel="stylesheet" href="../../_static/pygments.css" type="text/css" /> + <link rel="stylesheet" href="../../_static/css/theme.css" type="text/css" /> + <!--[if lt IE 9]> + <script src="../../_static/js/html5shiv.min.js"></script> + <![endif]--> + + <script data-url_root="../../" id="documentation_options" src="../../_static/documentation_options.js"></script> + <script src="../../_static/jquery.js"></script> + <script src="../../_static/underscore.js"></script> + <script src="../../_static/_sphinx_javascript_frameworks_compat.js"></script> + <script 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+ <i data-toggle="wy-nav-top" class="fa fa-bars"></i> + <a href="../../index.html">OhmPi</a> + </nav> + + <div class="wy-nav-content"> + <div class="rst-content"> + <div role="navigation" aria-label="Page navigation"> + <ul class="wy-breadcrumbs"> + <li><a href="../../index.html" class="icon icon-home" aria-label="Home"></a></li> + <li class="breadcrumb-item active"><strong>STEP n°3:</strong> MUX board</li> + <li class="wy-breadcrumbs-aside"> + <a href="../../_sources/source_rst/V2023.x.x/V2023_step_03.rst.txt" rel="nofollow"> View page source</a> + </li> + </ul> + <hr/> +</div> + <div role="main" class="document" itemscope="itemscope" itemtype="http://schema.org/Article"> + <div itemprop="articleBody"> + + <div class="admonition warning"> +<p class="admonition-title">Warning</p> +<p><strong>OhmPi is a participative project open to all, it requires skills in electronics and to respect the safety rules. OhmPi must be assembled in a professional context and by people competent in electronics. The OhmPi team cannot be held responsible for any material or human damage which would be associated with the use or the assembly of OHMPI. The OhmPi team cannot be held responsible if the equipment does not work after assembly.</strong></p> +</div> +<section id="step-n3-mux-board"> +<h1><strong>STEP n°3:</strong> MUX board<a class="headerlink" href="#step-n3-mux-board" title="Permalink to this heading">ïƒ</a></h1> +<p>The multiplexing of the channels is a mechanical multiplexing based on OMRON’s manufacturing relays (G5LE-1-VD 12 VDC). Each relay is combined with +a ZVN4206A power MOFSET. The raspberry has only 30 GPIOs, which is not enough to activate all the 64 electrodes, which represent 512 GPIOs. +We used gpio expander I2C (MCP23017). We have associated these components with an I2C multiplexer of type type TCA9548A from adafruit. +This combination allows to go up to 512 GPIOs and up to 128 electrodes. Each card has its own digital address between 0X70 and 0X77. +In the following presentation for an OhmPi 64 electrodes, we will use the addresses 0X70 for channel A, 0X71 for channel B, 0X72 for channel M and 0X73 for channel N. +0X73 for the N channel. 4 MUX board will be needed to multiplex an OhmPi 64 electrodes.</p> +<section id="part-a-assembly-of-mux-board"> +<h2><strong>PART A</strong> Assembly of MUX board<a class="headerlink" href="#part-a-assembly-of-mux-board" title="Permalink to this heading">ïƒ</a></h2> +<section id="required-components"> +<h3>Required components<a class="headerlink" href="#required-components" title="Permalink to this heading">ïƒ</a></h3> +<figure class="align-center"> +<a class="reference internal image-reference" href="../../_images/MUX_board_components.jpg"><img alt="alternate text" src="../../_images/MUX_board_components.jpg" style="width: 600px; height: 650px;" /></a> +</figure> +<table class="docutils align-default" id="id1"> +<caption><span class="caption-text">List of components</span><a class="headerlink" href="#id1" title="Permalink to this table">ïƒ</a></caption> +<thead> +<tr class="row-odd"><th class="head"><p>Components;Number;Cost per unit;Total cost ;Manufacturer;Manufacturer s reference;Web reference;</p></th> +</tr> +</thead> +<tbody> +<tr class="row-even"><td><p>Printed circuit board ;4;140;560;Asler;-;-;</p></td> +</tr> +<tr class="row-odd"><td><p>Pin strip no ejector 16 pins;16;0.62;9.92;BLK electronic;10120550;https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994</p></td> +</tr> +<tr class="row-even"><td><p>diode-1n4007;256;0.091;23.296;Diodes Incorporated;1N4007-T;https://www.mouser.fr/ProductDetail/Diodes-Incorporated/1N4007-T?qs=sGAEpiMZZMueQxo7L%2FBPyAkbORUUMREn</p></td> +</tr> +<tr class="row-odd"><td><p>Pin strip no ejector 6 pins;4;0.39;1.56;BLK electronic;10120550;https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994</p></td> +</tr> +<tr class="row-even"><td><p>Dual screw terminal (5.08-mm pitch);12;0.648;7.776;CUI Devices;TB009-508-02BE;https://www.mouser.fr/ProductDetail/CUI-Devices/TB009-508-02BE?qs=vLWxofP3U2wCFk5uCkWTkA%3D%3D</p></td> +</tr> +<tr class="row-odd"><td><p>Generic male header - 3 pins;12;0.205;2.46;TE Connectivity;4-103321-5;https://www.mouser.fr/ProductDetail/TE-Connectivity/4-103321-5?qs=5TwgZeq9E7HSYLqaljJYrw%3D%3D</p></td> +</tr> +<tr class="row-even"><td><p>MCP23017 I2C I/O Expander;16;2.5;40;Adafruit;732;https://www.mouser.fr/ProductDetail/Adafruit/732?qs=sGAEpiMZZMsKEdP9slC0Yfx16nYdMpXJueeOGoLBlDI%3D</p></td> +</tr> +<tr class="row-odd"><td><p>Omron G5LE-1-VD 12 VDC PCB relay 12 V DC 8 A 1;256;1.27;325.12;Omron;G5LE-1-VD 12 VDC;https://www.conrad.com/p/omron-g5le-1-vd-12-vdc-pcb-relay-12-v-dc-8-a-1-change-over-1-pcs-503811</p></td> +</tr> +<tr class="row-even"><td><p>ZVN4206A MOSFET-NCHANNEL;256;0.471;120.576;Diodes Incorporated ;ZVN4206A;https://www.mouser.fr/ProductDetail/Diodes-Incorporated/ZVN4206A?qs=vHuUswq2%252Bsz9b%2Ff6fcXt7g%3D%3D</p></td> +</tr> +<tr class="row-odd"><td><p>100k Resistor;256;0.061;15.616;Vishay / Beyschlag ;MBA02040C1003FRP00 ;https://www.mouser.fr/ProductDetail/Vishay-Beyschlag/MBA02040C1003FRP00?qs=mzRxyRlhVdt9crF7Zyf%2F5Q%3D%3D</p></td> +</tr> +<tr class="row-even"><td><p>Adafruit TCA9548A;4;5.89;23.56;Adafruit ;2717;https://www.mouser.fr/ProductDetail/Adafruit/2717?qs=sGAEpiMZZMsyYdr3R27aV4EQf73yOH%252Baqg%252BZ3hVktao%3D</p></td> +</tr> +<tr class="row-odd"><td><p>BKL Electronic 10120558 Pin strip no ejector Contact spacing: 2.54 mm Total number of pins: 16 No. of rows: 2 1 pc(s);16;0.51;8.16;BLK electronic;10120558;https://www.conrad.com/p/bkl-electronic-10120558-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-741727?searchTerm=741727&searchType=suggest&searchSuggest=product</p></td> +</tr> +<tr class="row-even"><td><p>BKL Electronic 10120862 Pin connector strain relief Contact spacing: 2.54 mm Total number of pins: 6 No. of rows: 2 1;16;0.84;13.44;BLK electronic;10120862;https://www.conrad.com/p/bkl-electronic-10120862-pin-connector-strain-relief-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-742063</p></td> +</tr> +<tr class="row-odd"><td><p>BKL Electronic 10120158/10 Ribbon cable Contact spacing: 1.27 mm 16 x 0.08 mm Multi-coloured 10 m;1;27;27;BLK electronic;10120158/10;https://www.conrad.com/p/bkl-electronic-1012015810-ribbon-cable-contact-spacing-127-mm-16-x-008-mm-multi-coloured-10-m-1548658?searchTerm=1548658&searchType=suggest&searchSuggest=product</p></td> +</tr> +<tr class="row-even"><td><p>spacer 5.5 HEX 25 mm M3 male/female;31;2.79;86.49;Keystone Electronics ;24300;https://www.mouser.fr/ProductDetail/Keystone-Electronics/24300?qs=UWqYQ%2F2cZWu0ejpOzmZC2A%3D%3D</p></td> +</tr> +<tr class="row-odd"><td><p>Screw;9;0.305;2.745;APM HEXSEAL;RM3X8MM-2701;https://www.mouser.fr/ProductDetail/APM-HEXSEAL/RM3X8MM-2701?qs=JJSE%2F12mKnS3VxSDrYXUHw%3D%3D</p></td> +</tr> +<tr class="row-even"><td><p>spacer 5.5 HEX 25 mm M3 female/female;9;0.846;7.614;Keystone Electronics ;25515;https://www.mouser.fr/ProductDetail/Keystone-Electronics/25515?qs=UWqYQ%2F2cZWuxuhUmfr%252BZuQ%3D%3D</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>1</p></td> +<td><img alt="../../_images/MUX_00.jpg" src="../../_images/MUX_00.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Mux board pcb</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>2</p></td> +<td><img alt="../../_images/MUX_01.jpg" src="../../_images/MUX_01.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of the 100 kOhm resistors</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>3</p></td> +<td><img alt="../../_images/MUX_02.jpg" src="../../_images/MUX_02.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of the MOSFET ZVN4206A</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>4</p></td> +<td><img alt="../../_images/MUX_03.jpg" src="../../_images/MUX_03.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of the diode 1N4007</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>5</p></td> +<td><img alt="../../_images/MUX_04.jpg" src="../../_images/MUX_04.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of the relay</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>6</p></td> +<td><img alt="../../_images/MUX_05.jpg" src="../../_images/MUX_05.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of the terminal screw</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>7</p></td> +<td><img alt="../../_images/MUX_06.jpg" src="../../_images/MUX_06.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of generic male header</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>8</p></td> +<td><img alt="../../_images/MUX_07.jpg" src="../../_images/MUX_07.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of Pin strip (6 pins) and pin strip (16 pins)</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>9</p></td> +<td><img alt="../../_images/MUX_08.jpg" src="../../_images/MUX_08.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of DIP Dual In Line Socket 2*14</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>10</p></td> +<td><img alt="../../_images/MUX_09.jpg" src="../../_images/MUX_09.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of Adafruit TCA9548A</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>10</p></td> +<td><img alt="../../_images/MUX_10.jpg" src="../../_images/MUX_10.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Installation of MCP23017</p></td> +</tr> +</tbody> +</table> +<div class="admonition note"> +<p class="admonition-title">Note</p> +<p>This step must be duplicated 4 times for every Mux card.</p> +</div> +</section> +</section> +<section id="part-b-mux-board-address"> +<h2><strong>PART B</strong> MUX board address<a class="headerlink" href="#part-b-mux-board-address" title="Permalink to this heading">ïƒ</a></h2> +<p>To build an ohmpi it is necessary to have 4 MUX boards, with 4 different addresses. It is therefore necessary to identify each board, by assigning an address, which will be allocated in the OhmPi code. +We present here the addresses selected by default.</p> +<p>For the A electrode board, we suggest addressing it with address 0x70:</p> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="4"><p>1</p></td> +<td><img alt="../../_images/A_0x70.jpg" src="../../_images/A_0x70.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Mount the jumpers and note the value of the address and the +electrode name on the mux board (A).</p></td> +</tr> +<tr class="row-odd"><td><img alt="../../_images/A_0x70-a.jpg" src="../../_images/A_0x70-a.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Zoom on the jumper</p></td> +</tr> +</tbody> +</table> +<p>For the B electrode board, we suggest addressing it with address 0x71:</p> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="4"><p>2</p></td> +<td><img alt="../../_images/B_0x71.jpg" src="../../_images/B_0x71.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Mount the jumpers and note the value of the address and the +electrode name on the mux board (B).</p></td> +</tr> +<tr class="row-odd"><td><img alt="../../_images/B_0x71-a.jpg" src="../../_images/B_0x71-a.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Zoom on the jumper</p></td> +</tr> +</tbody> +</table> +<p>For the N electrode board, we suggest addressing it with address 0x72:</p> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="4"><p>3</p></td> +<td><img alt="../../_images/M_0x72.jpg" src="../../_images/M_0x72.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Mount the jumpers and note the value of the address and the +electrode name on the mux board (B).</p></td> +</tr> +<tr class="row-odd"><td><img alt="../../_images/M_0x72-a.jpg" src="../../_images/M_0x72-a.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Zoom on the jumper</p></td> +</tr> +</tbody> +</table> +<p>For the M electrode board, we suggest addressing it with address 0x73:</p> +<table class="docutils align-center"> +<tbody> +<tr class="row-odd"><td rowspan="4"><p>4</p></td> +<td><img alt="../../_images/N_0x73.jpg" src="../../_images/N_0x73.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Mount the jumpers and note the value of the address and the +electrode name on the mux board (B).</p></td> +</tr> +<tr class="row-odd"><td><img alt="../../_images/N_0x73-a.jpg" src="../../_images/N_0x73-a.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Zoom on the jumper</p></td> +</tr> +</tbody> +</table> +</section> +<section id="part-c-validation-of-mux-board"> +<h2><strong>PART C</strong> Validation of MUX board<a class="headerlink" href="#part-c-validation-of-mux-board" title="Permalink to this heading">ïƒ</a></h2> +<p>The first step is to test the Mux boards before assembling them definitively. +To test the Mux boards, it will be necessary first to make a simplified assembly of the Mux board and the measurement board.</p> +<p>The first thing to do is to prepare a 50 cm long flat wire with two 6-poles connectors.</p> +<blockquote> +<div><table class="docutils align-default"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>1</p></td> +<td><img alt="../../_images/20211207_115706.jpg" src="../../_images/20211207_115706.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Build a cable with 6 contacts with 6 pins connector.</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-default"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>2</p></td> +<td><img alt="../../_images/20220124_142929.jpg" src="../../_images/20220124_142929.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Prepare the measurement board and the first mux board by +example the card with address 0x71.</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-default"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>3</p></td> +<td><img alt="../../_images/20220124_143105.jpg" src="../../_images/20220124_143105.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Connect the 12V power supply cables to the MUX board +without powering the board.</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-default"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>4</p></td> +<td><img alt="../../_images/20220207_154111.jpg" src="../../_images/20220207_154111.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Connect the 12V power supply screw terminal of the mux +board to the 12V screw terminal power supply of the +measurement board.</p></td> +</tr> +</tbody> +</table> +<table class="docutils align-default"> +<tbody> +<tr class="row-odd"><td rowspan="2"><p>5</p></td> +<td><img alt="../../_images/20220124_143823.jpg" src="../../_images/20220124_143823.jpg" /> +</td> +</tr> +<tr class="row-even"><td><p>Connect the 6-contact cable</p></td> +</tr> +</tbody> +</table> +</div></blockquote> +<p>Start your 12V power supply, the raspberry must start.</p> +<p>Run the terminal and write:</p> +<blockquote> +<div><div class="highlight-python notranslate"><div class="highlight"><pre><span></span><span class="n">i2cdetect</span> <span class="o">-</span><span class="n">y</span> <span class="mi">1</span> +</pre></div> +</div> +</div></blockquote> +<p>Three addresses should appear, including the address of the MUX board you have selected. This implies that your board has been detected.</p> +<p>Open the script called “test_mux_board.pyâ€.</p> +<p>Run the script</p> +</section> +</section> + + + </div> + </div> + <footer> + + <hr/> + + <div role="contentinfo"> + <p>© Copyright 2022, the OhmPi Team..</p> + </div> + + Built with <a href="https://www.sphinx-doc.org/">Sphinx</a> using a + <a href="https://github.com/readthedocs/sphinx_rtd_theme">theme</a> + provided by <a href="https://readthedocs.org">Read the Docs</a>. + + +</footer> + </div> + </div> + </section> + </div> + <script> + jQuery(function () { + SphinxRtdTheme.Navigation.enable(true); + }); + </script> + +</body> +</html> \ No newline at end of file diff --git a/doc/build/html/source_rst/V2024.x.x/V2024.html b/doc/build/html/source_rst/V2024.x.x/V2024.html new file mode 100644 index 00000000..5e1cee7f --- /dev/null +++ b/doc/build/html/source_rst/V2024.x.x/V2024.html @@ -0,0 +1,465 @@ +<!DOCTYPE html> +<html class="writer-html5" lang="en" > +<head> + <meta charset="utf-8" /><meta name="generator" content="Docutils 0.18.1: http://docutils.sourceforge.net/" /> + + <meta name="viewport" content="width=device-width, initial-scale=1.0" /> + <title>OhmPi V2023 (64 electrodes and 12V) — OhmPi v2024rc documentation</title> + <link rel="stylesheet" href="../../_static/pygments.css" type="text/css" /> + <link rel="stylesheet" href="../../_static/css/theme.css" type="text/css" /> + <!--[if lt IE 9]> + <script src="../../_static/js/html5shiv.min.js"></script> + <![endif]--> + + <script data-url_root="../../" id="documentation_options" src="../../_static/documentation_options.js"></script> + <script src="../../_static/jquery.js"></script> + <script src="../../_static/underscore.js"></script> + <script src="../../_static/_sphinx_javascript_frameworks_compat.js"></script> + <script src="../../_static/doctools.js"></script> + <script src="../../_static/js/theme.js"></script> + <link rel="index" title="Index" href="../../genindex.html" /> + <link rel="search" title="Search" href="../../search.html" /> +</head> + +<body class="wy-body-for-nav"> + <div class="wy-grid-for-nav"> + <nav data-toggle="wy-nav-shift" class="wy-nav-side"> + <div class="wy-side-scroll"> + <div class="wy-side-nav-search" > + + + + <a href="../../index.html" class="icon icon-home"> + OhmPi + </a> +<div role="search"> + <form id="rtd-search-form" class="wy-form" action="../../search.html" method="get"> + <input type="text" name="q" placeholder="Search docs" aria-label="Search docs" /> + <input type="hidden" name="check_keywords" value="yes" /> + <input type="hidden" name="area" value="default" /> + </form> +</div> + </div><div class="wy-menu wy-menu-vertical" data-spy="affix" role="navigation" aria-label="Navigation menu"> + <ul> +<li class="toctree-l1"><a class="reference internal" href="../Ohmpi.html">OhmPi project</a></li> +<li class="toctree-l1"><a class="reference internal" href="../hardware.html">Hardware</a></li> +<li class="toctree-l1"><a class="reference internal" href="../software.html">Software and operation</a></li> +<li class="toctree-l1"><a class="reference internal" href="../api.html">API reference</a></li> +<li class="toctree-l1"><a class="reference internal" href="../troubleshooting.html">Troubleshooting</a></li> +<li class="toctree-l1"><a class="reference internal" href="../gallery.html">Examples of applications</a></li> +<li class="toctree-l1"><a class="reference internal" href="../developing_hardware_components.html">Software interface to new hardware components</a></li> +<li class="toctree-l1"><a class="reference internal" href="../archived_version.html">Archived versions</a></li> +</ul> + + </div> + </div> + </nav> + + <section data-toggle="wy-nav-shift" class="wy-nav-content-wrap"><nav class="wy-nav-top" aria-label="Mobile navigation menu" > + <i data-toggle="wy-nav-top" class="fa fa-bars"></i> + <a href="../../index.html">OhmPi</a> + </nav> + + <div class="wy-nav-content"> + <div class="rst-content"> + <div role="navigation" aria-label="Page navigation"> + <ul class="wy-breadcrumbs"> + <li><a href="../../index.html" class="icon icon-home" aria-label="Home"></a></li> + <li class="breadcrumb-item active">OhmPi V2023 (64 electrodes and 12V)</li> + <li class="wy-breadcrumbs-aside"> + <a href="../../_sources/source_rst/V2024.x.x/V2024.rst.txt" rel="nofollow"> View page source</a> + </li> + </ul> + <hr/> +</div> + <div role="main" class="document" itemscope="itemscope" itemtype="http://schema.org/Article"> + <div itemprop="articleBody"> + + <section id="ohmpi-v2023-64-electrodes-and-12v"> +<h1>OhmPi V2023 (64 electrodes and 12V)<a class="headerlink" href="#ohmpi-v2023-64-electrodes-and-12v" title="Permalink to this heading">ïƒ</a></h1> +<div class="admonition warning"> +<p class="admonition-title">Warning</p> +<p><strong>OhmPi is a participative project open to all, it requires skills in electronics and to respect the safety rules. OhmPi must be assembled in a professional context and by people competent in electronics. The OhmPi team cannot be held responsible for any material or human damage which would be associated with the use or the assembly of OhmPi. The OhmPi team cannot be held responsible if the equipment does not work after assembly.</strong></p> +</div> +<figure class="align-center"> +<a class="reference internal image-reference" href="../../_images/image_ohmpi_2.jpg"><img alt="OhmPi V: 2023.0.0-rc1" src="../../_images/image_ohmpi_2.jpg" style="width: 400px; height: 350px;" /></a> +</figure> +<div class="admonition note"> +<p class="admonition-title">Note</p> +<blockquote> +<div><p>In this version, we have developed two new board types that allow the assembly of OhmPi v2023, a measurement board and a multiplexer board. +This new version is made up of:</p> +<ol class="arabic simple"> +<li><p>A measurement board for four-point measurement</p></li> +<li><p>4 multiplexer cards</p></li> +<li><p>A box</p></li> +</ol> +</div></blockquote> +<p>The OhmPi V2023 software has been adapted to handle this new boards and also includes many new functionalities.</p> +</div> +<section id="the-philosophy-of-ohmpi"> +<h2>The philosophy of OhmPi<a class="headerlink" href="#the-philosophy-of-ohmpi" title="Permalink to this heading">ïƒ</a></h2> +<p>The philosophy of OhmPi V2023 is to offer a new DIY multi-electrode resistivity meter. It is a resistivity meter with 64 electrodes, which can be upgraded to 128 electrodes. +It is limited to low-current injection, but suitable for small laboratory experiments and small field time-lapse monitoring. +OhmPi is developed by a team that seeks to share its experience and wishes to improve and offer a more and more robust tool to the community. OhmPi 2023 is completely different version from the previous one. +We will stop the development on the version V1.0x, to dedicate our efforts on this new version.</p> +</section> +<hr class="docutils" /> +<section id="hardware"> +<h2>Hardware<a class="headerlink" href="#hardware" title="Permalink to this heading">ïƒ</a></h2> +<section id="specifications"> +<h3>Specifications<a class="headerlink" href="#specifications" title="Permalink to this heading">ïƒ</a></h3> +<table class="docutils align-default"> +<thead> +<tr class="row-odd"><th class="head"><p><strong>Parameter</strong></p></th> +<th class="head"><p><strong>V1.0x</strong></p></th> +<th class="head"><p>Units</p></th> +<th class="head"><p><strong>v2023</strong></p></th> +<th class="head"><p>Units</p></th> +</tr> +</thead> +<tbody> +<tr class="row-even"><td><p>Electrodes</p></td> +<td><p>32</p></td> +<td></td> +<td><p>64 to 128</p></td> +<td></td> +</tr> +<tr class="row-odd"><td><p>Operating temperature</p></td> +<td><p>-0 to 50</p></td> +<td><p>°c</p></td> +<td><p>-25 to 50</p></td> +<td><p>°C</p></td> +</tr> +<tr class="row-even"><td><p>Power consumption of CPU and +control system</p></td> +<td><p>18.5</p></td> +<td><p>W</p></td> +<td><p>18.5</p></td> +<td><p>W</p></td> +</tr> +<tr class="row-odd"><td><p>Voltage injection</p></td> +<td><p>12</p></td> +<td><p>V</p></td> +<td><p>12</p></td> +<td><p>V</p></td> +</tr> +<tr class="row-even"><td><p>Battery</p></td> +<td><p>9</p></td> +<td><p>V</p></td> +<td><p>12</p></td> +<td><p>V</p></td> +</tr> +<tr class="row-odd"><td><p>Current</p></td> +<td><p>0 to 40</p></td> +<td><p>mA</p></td> +<td><p>0 to 40</p></td> +<td><p>mA</p></td> +</tr> +<tr class="row-even"><td><p>Min pulse duration</p></td> +<td><p>150</p></td> +<td><p>ms</p></td> +<td><p>150</p></td> +<td><p>ms</p></td> +</tr> +<tr class="row-odd"><td><p>Input impedance</p></td> +<td><p>80</p></td> +<td><p>MOhm</p></td> +<td><p>80</p></td> +<td><p>MOhm</p></td> +</tr> +<tr class="row-even"><td><p>Data storage</p></td> +<td><p>micro SD card</p></td> +<td></td> +<td><p>micro SD card</p></td> +<td></td> +</tr> +<tr class="row-odd"><td><p>Resolution</p></td> +<td><p>0.01</p></td> +<td><p>Ohm</p></td> +<td><p>0.01</p></td> +<td><p>Ohm</p></td> +</tr> +</tbody> +</table> +</section> +<section id="building-an-ohmpi-v2023-step-by-step"> +<h3>Building an OhmPi V2023 step by step<a class="headerlink" href="#building-an-ohmpi-v2023-step-by-step" title="Permalink to this heading">ïƒ</a></h3> +<div class="toctree-wrapper compound"> +<ul> +<li class="toctree-l1"><a class="reference internal" href="V2024_step_01.html"><strong>STEP n°1</strong> : Raspberry Pi configuration</a><ul> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_01.html#part-a-os-installation"><strong>PART A:</strong> OS installation</a></li> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_01.html#part-b-virtual-environment-and-packages"><strong>PART B:</strong> Virtual Environment and packages</a></li> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_01.html#part-c-activate-virtual-environment-on-thonny-python-ide-on-raspberry-pi"><strong>PART C:</strong> Activate virtual environment on Thonny (Python IDE) (on Raspberry Pi)</a></li> +</ul> +</li> +<li class="toctree-l1"><a class="reference internal" href="V2024_step_02.html"><strong>STEP n°2</strong>: Measurement board</a><ul> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_02.html#part-a-assembly-of-the-measurement-board"><strong>PART A</strong> Assembly of the measurement board</a></li> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_02.html#part-b-start-up-of-the-measurement-board"><strong>PART B</strong> Start-up of the measurement board</a></li> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_02.html#part-c-check-the-measurement-board"><strong>PART C</strong> Check the measurement board</a></li> +</ul> +</li> +<li class="toctree-l1"><a class="reference internal" href="V2024_step_03.html"><strong>STEP n°3:</strong> MUX board</a><ul> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_03.html#part-a-assembly-of-mux-board"><strong>PART A</strong> Assembly of MUX board</a></li> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_03.html#part-b-mux-board-address"><strong>PART B</strong> MUX board address</a></li> +<li class="toctree-l2"><a class="reference internal" href="V2024_step_03.html#part-c-validation-of-mux-board"><strong>PART C</strong> Validation of MUX board</a></li> +</ul> +</li> +<li class="toctree-l1"><a class="reference internal" href="V2024_step_04.html"><strong>STEP n°4:</strong> assemble the OhmPi</a></li> +</ul> +</div> +</section> +</section> +<section id="software-and-operation"> +<h2>Software and operation<a class="headerlink" href="#software-and-operation" title="Permalink to this heading">ïƒ</a></h2> +<section id="system-architecture"> +<h3>System architecture<a class="headerlink" href="#system-architecture" title="Permalink to this heading">ïƒ</a></h3> +<p>The OhmPi V2023 software is designed around a new architecture whose main components are summarized in the figure below.</p> +<figure class="align-default" id="id4"> +<img alt="../../_images/architecture.png" src="../../_images/architecture.png" /> +<figcaption> +<p><span class="caption-text">Software architecture of OhmPi V2023.</span><a class="headerlink" href="#id4" title="Permalink to this image">ïƒ</a></p> +</figcaption> +</figure> +<p>The general system configuration is defined in the <cite>config.py</cite> file covered in the <a class="reference internal" href="#configuration-file">Configuration file</a> section. +The acquisition settings (i.e. injection duration, stacks…) are defined in a separate JSON file (default: ohmpi_settings.json).</p> +<p>The central software component is the ohmpi.py file that contains the OhmPi class that interacts with the hardware. Other python files include utils and handlers (see the <a class="reference internal" href="#loggers">Loggers</a> section for more details). +A communication layer (I/O interface) on top of OhmPi allows for different user interfaces depending on the use cases (see <a class="reference internal" href="#interfaces-and-applications">Interfaces and applications</a>).</p> +</section> +<section id="loggers"> +<h3>Loggers<a class="headerlink" href="#loggers" title="Permalink to this heading">ïƒ</a></h3> +<p>Loggers have been introduced in this release. They use the excellent logging python package. +Specific handlers have been implemented for running with ohmpi.py (one for logging to an mqtt broker (see <a class="reference internal" href="#mqtt-interface">MQTT interface</a> for more details) and one for creating zipped rotated logs on disk).</p> +<p>Two loggers have been defined. The first one is dedicated to log operations execution. It is named exec_logger. The second one, named data_logger, is dedicated to log data. A third one is planned to log the state of health (SOH) of the system in a future version.</p> +<p>By default, logs are written to the console (print-like), stored locally in files (a zip is created after some time i.e. every day and/or when the size of the log exceeds a maximum size) and sent to an MQTT broker. Different logging levels may be defined for the different logs and handlers in the <a class="reference internal" href="#configuration-file">Configuration file</a>.</p> +<p>Advanced users may write new handlers and edit the <cite>setup_loggers.py</cite> file to customize the logging mechanisms to their needs.</p> +</section> +<section id="configuration-file"> +<h3>Configuration file<a class="headerlink" href="#configuration-file" title="Permalink to this heading">ïƒ</a></h3> +<p>The configuration of the OhmPi file <cite>config.py</cite> allows to configure the OhmPi. +A default version of <cite>config.py</cite> is provided in the repository. +This file should be edited to customize the configuration following the user’s needs and preferences.</p> +<p>The configuration includes setting the logging level desired for the different loggers and handlers, setting the mqtt broker(s) used for logging and control of the OhmPi and defining the options used for MQTT communication (i.e. username, password, security options…)</p> +<p>One should make sure to understand the parameters before altering them. It is also recommended to keep a copy of the default configuration.</p> +</section> +<section id="interfaces-and-applications"> +<h3>Interfaces and applications<a class="headerlink" href="#interfaces-and-applications" title="Permalink to this heading">ïƒ</a></h3> +<p>Different interfaces can be used to interact with the OhmPi.</p> +<p>Available interfaces are: +- <a class="reference internal" href="#web-interface">Web interface</a> (=HTTP interface): run in bash: <cite>bash run_http_interface.sh</cite> +- Python API: import the OhmPi class from Python script: <cite>from ohmpi import OhmPi</cite> (see <a class="reference internal" href="#python-interface">Python interface</a>) +- MQTT: IoT messaging through a broker (see <a class="reference internal" href="#mqtt-interface">MQTT interface</a>)</p> +<section id="web-interface"> +<h4>Web interface<a class="headerlink" href="#web-interface" title="Permalink to this heading">ïƒ</a></h4> +<p>This is a user friendly graphical interface for new users as well as running quick and easy acquisitions.</p> +<p>The Raspberry Pi of the OhmPi is used as a Wi-Fi Access Point (AP) and runs +a small webserver to serve the ‘index.html’ interface. Using a laptop or +a mobile phone connected to the Wi-Fi of the Raspberry Pi, one can see this +interface, upload sequences, change parameters, run a sequence and download data.</p> +<p>To configure the Raspberry Pi to act as an access point and run +the webserver automatically on start, see instructions on <a class="reference external" href="https://raspap.com/">raspap.com</a> and in ‘runOnStart.sh’.</p> +<p>Once configured, the webserver should start by itself on start and once +connected to the Pi, the user can go to <a class="reference external" href="http://10.3.141.1:8080">10.3.141.1:8080</a> +to access the interface.</p> +<figure class="align-default" id="id5"> +<img alt="../../_images/http-interface-pseudo-section.png" src="../../_images/http-interface-pseudo-section.png" /> +<figcaption> +<p><span class="caption-text">Web interface with its interactive pseudo-section.</span><a class="headerlink" href="#id5" title="Permalink to this image">ïƒ</a></p> +</figcaption> +</figure> +<figure class="align-default" id="id6"> +<img alt="../../_images/http-interface-evolution.png" src="../../_images/http-interface-evolution.png" /> +<figcaption> +<p><span class="caption-text">Evolution of quadrupole apparent resistivity with time.</span><a class="headerlink" href="#id6" title="Permalink to this image">ïƒ</a></p> +</figcaption> +</figure> +<figure class="align-default" id="id7"> +<img alt="../../_images/http-interface-rs.png" src="../../_images/http-interface-rs.png" /> +<figcaption> +<p><span class="caption-text">Contact resistance check.</span><a class="headerlink" href="#id7" title="Permalink to this image">ïƒ</a></p> +</figcaption> +</figure> +</section> +<section id="python-interface"> +<h4>Python interface<a class="headerlink" href="#python-interface" title="Permalink to this heading">ïƒ</a></h4> +<p>This interface offers a more direct access to the software components especially well suited for testing or automation on the Raspberry Pi.</p> +<p>By importing the <cite>OhmPi</cite> class from the ohmpi.py, one can control the OhmPi using interactive IPython. +Typically, it involves using the terminal or an Python IDE such as Thonny on the Raspberry Pi. One can also connect using +ssh and run the Python interface (see PuTTY on Windows or ssh command on macOS/Linux).</p> +<p>To access the Python API, make sure the file ohmpi.py is in the same +directory as where you run the commands/script. The file ohmpi.py can +be found on the OhmPi gitlab repository. We recommend downloading the +entire repository as ohmpi.py import other .py files and default configuration +files (.json and .py).</p> +<div class="literal-block-wrapper docutils container" id="id8"> +<div class="code-block-caption"><span class="caption-text">Example of using the Python API to control OhmPi</span><a class="headerlink" href="#id8" title="Permalink to this code">ïƒ</a></div> +<div class="highlight-python notranslate"><div class="highlight"><pre><span></span><span class="kn">import</span> <span class="nn">os</span> +<span class="kn">import</span> <span class="nn">numpy</span> <span class="k">as</span> <span class="nn">np</span> +<span class="kn">import</span> <span class="nn">time</span> +<span class="n">os</span><span class="o">.</span><span class="n">chdir</span><span class="p">(</span><span class="s2">"/home/pi/OhmPi"</span><span class="p">)</span> +<span class="kn">from</span> <span class="nn">ohmpi</span> <span class="kn">import</span> <span class="n">OhmPi</span> + +<span class="c1">### Define object from class OhmPi</span> +<span class="n">k</span> <span class="o">=</span> <span class="n">OhmPi</span><span class="p">()</span> <span class="c1"># this loads default parameters from the disk</span> + +<span class="c1">### Default parameters can also be edited manually</span> +<span class="n">k</span><span class="o">.</span><span class="n">settings</span><span class="p">[</span><span class="s1">'injection_duration'</span><span class="p">]</span> <span class="o">=</span> <span class="mf">0.5</span> <span class="c1"># injection time in seconds</span> +<span class="n">k</span><span class="o">.</span><span class="n">settings</span><span class="p">[</span><span class="s1">'nb_stack'</span><span class="p">]</span> <span class="o">=</span> <span class="mi">1</span> <span class="c1"># one stack is two half-cycles</span> +<span class="n">k</span><span class="o">.</span><span class="n">settings</span><span class="p">[</span><span class="s1">'nbr_meas'</span><span class="p">]</span> <span class="o">=</span> <span class="mi">1</span> <span class="c1"># number of time the sequence is repeated</span> + +<span class="c1">### Update settings if needed</span> +<span class="n">k</span><span class="o">.</span><span class="n">update_settings</span><span class="p">({</span><span class="s2">"injection_duration"</span><span class="p">:</span><span class="mf">0.2</span><span class="p">})</span> + +<span class="c1">### Set or load sequence</span> +<span class="n">k</span><span class="o">.</span><span class="n">sequence</span> <span class="o">=</span> <span class="n">np</span><span class="o">.</span><span class="n">array</span><span class="p">([[</span><span class="mi">1</span><span class="p">,</span><span class="mi">2</span><span class="p">,</span><span class="mi">3</span><span class="p">,</span><span class="mi">4</span><span class="p">]])</span> <span class="c1"># set numpy array of shape (n,4)</span> +<span class="c1"># k.set_sequence('1 2 3 4\n2 3 4 5') # call function set_sequence and pass a string</span> +<span class="c1"># k.load_sequence('ABMN.txt') # load sequence from a local file</span> + +<span class="c1">### Run contact resistance check</span> +<span class="n">k</span><span class="o">.</span><span class="n">rs_check</span><span class="p">()</span> + +<span class="c1">### Run sequence (synchronously - it will wait that all</span> +<span class="c1"># sequence is measured before returning the prompt</span> +<span class="n">k</span><span class="o">.</span><span class="n">run_sequence</span><span class="p">()</span> +<span class="c1"># k.run_sequence_async() # sequence is run in a separate thread and the prompt returns immediately</span> +<span class="c1"># time.sleep(2)</span> +<span class="c1"># k.interrupt() # kill the asynchron sequence</span> + +<span class="c1">### Run multiple sequences at given time interval</span> +<span class="n">k</span><span class="o">.</span><span class="n">settings</span><span class="p">[</span><span class="s1">'nb_meas'</span><span class="p">]</span> <span class="o">=</span> <span class="mi">3</span> <span class="c1"># run sequence three times</span> +<span class="n">k</span><span class="o">.</span><span class="n">settings</span><span class="p">[</span><span class="s1">'sequence_delay'</span><span class="p">]</span> <span class="o">=</span> <span class="mi">100</span> <span class="c1"># every 100 s</span> +<span class="n">k</span><span class="o">.</span><span class="n">run_multiple_sequences</span><span class="p">()</span> <span class="c1"># asynchron</span> +<span class="c1"># k.interrupt() # kill the asynchron sequence</span> + +<span class="c1">### Single measurement can also be taken with</span> +<span class="n">k</span><span class="o">.</span><span class="n">switch_mux_on</span><span class="p">([</span><span class="mi">1</span><span class="p">,</span> <span class="mi">4</span><span class="p">,</span> <span class="mi">2</span><span class="p">,</span> <span class="mi">3</span><span class="p">])</span> +<span class="n">k</span><span class="o">.</span><span class="n">run_measurement</span><span class="p">()</span> <span class="c1"># use default acquisition parameters</span> +<span class="n">k</span><span class="o">.</span><span class="n">switch_mux_off</span><span class="p">([</span><span class="mi">1</span><span class="p">,</span> <span class="mi">4</span><span class="p">,</span> <span class="mi">2</span><span class="p">,</span> <span class="mi">3</span><span class="p">])</span> <span class="c1"># don't forget this! risk of short-circuit</span> + +<span class="c1">### Custom or adaptative argument, see help(k.run_measurement)</span> +<span class="n">k</span><span class="o">.</span><span class="n">run_measurement</span><span class="p">(</span><span class="n">nb_stack</span><span class="o">=</span><span class="mi">4</span><span class="p">,</span> <span class="c1"># do 4 stacks (8 half-cycles)</span> + <span class="n">injection_duration</span><span class="o">=</span><span class="mi">2</span><span class="p">,</span> <span class="c1"># inject for 2 seconds</span> + <span class="n">autogain</span><span class="o">=</span><span class="kc">True</span><span class="p">)</span> <span class="c1"># adapt gain of ADS to get good resolution</span> +</pre></div> +</div> +</div> +</section> +<section id="mqtt-interface"> +<h4>MQTT interface<a class="headerlink" href="#mqtt-interface" title="Permalink to this heading">ïƒ</a></h4> +<p>This is an interface designed for an advanced remote usage of the OhmPi such as remote automation, data consumption by multiple processes and interaction with other sensors in the scope of a monitoring. It is based on the MQTT protocol, designed for the Internet of Things (IoT), to interact with the OhmPi.</p> +<p>This option allows interacting remotely with a single OhmPi, a network of OhmPis, as well as auxiliary instruments and sensors. The communication is based on a publish/subscribe approach and involves a MQTT broker.</p> +<p>An example of MQTT broker that can be used is <a class="reference external" href="https://mosquitto.org/">Mosquitto</a>. Depending on the monitoring needs, an MQTT broker can be set up locally on the Raspberry Pi, on a local network or any remote server reachable through the net. A local Mosquitto broker can be set up and enabled to run as a service on the OhmPi using the bash script install_local_mqtt_broker.sh.</p> +<p>MQTT messages include logging messages from the OhmPi and commands sent to the OhmPi. These messages can be examined easily using a third party software such as <a class="reference external" href="http://mqtt-explorer.com/">MQTT Explorer</a>.</p> +<p>Commands sent on the broker are received by the ohmpi.py script that runs on the OhmPi (make sure ohmpi.py starts on reboot) and further processed. +MQTT commands are sent in JSON format following the Python API with kwargs as illustrated below:</p> +<div class="literal-block-wrapper docutils container" id="id9"> +<div class="code-block-caption"><span class="caption-text">Updating acquisition settings.</span><a class="headerlink" href="#id9" title="Permalink to this code">ïƒ</a></div> +<div class="highlight-json notranslate"><div class="highlight"><pre><span></span>{ + "cmd_id": "3fzxv121UITwGjWYgcz4xw", + "cmd": "update_settings", Depending on the experiment needs, MQTT brokers can be set up locally on the Raspberry Pi or on a local or remote server. + "kwargs": { + "config": { + "nb_meas": 2, + "nb_electrodes": 10, + "nb_stack": 2, + "injection_duration": 2, + "sequence_delay": 100 + } + } +} +</pre></div> +</div> +</div> +<div class="literal-block-wrapper docutils container" id="id10"> +<div class="code-block-caption"><span class="caption-text">Check contact resistances</span><a class="headerlink" href="#id10" title="Permalink to this code">ïƒ</a></div> +<div class="highlight-json notranslate"><div class="highlight"><pre><span></span><span class="p">{</span> +<span class="w"> </span><span class="nt">"cmd_id"</span><span class="p">:</span><span class="w"> </span><span class="s2">"3fzxv121UITwGjWYgcz4xw"</span><span class="p">,</span> +<span class="w"> </span><span class="nt">"cmd"</span><span class="p">:</span><span class="w"> </span><span class="s2">"rs_check"</span><span class="p">,</span> +<span class="p">}</span> +</pre></div> +</div> +</div> +<div class="literal-block-wrapper docutils container" id="id11"> +<div class="code-block-caption"><span class="caption-text">Running a sequence.</span><a class="headerlink" href="#id11" title="Permalink to this code">ïƒ</a></div> +<div class="highlight-json notranslate"><div class="highlight"><pre><span></span><span class="p">{</span> +<span class="w"> </span><span class="nt">"cmd_id"</span><span class="p">:</span><span class="w"> </span><span class="s2">"3fzxv121UITwGjWYgcz4Yw"</span><span class="p">,</span> +<span class="w"> </span><span class="nt">"cmd"</span><span class="p">:</span><span class="w"> </span><span class="s2">"run_sequence"</span><span class="p">,</span> +<span class="p">}</span> +</pre></div> +</div> +</div> +<div class="literal-block-wrapper docutils container" id="id12"> +<div class="code-block-caption"><span class="caption-text">Running same sequence multiple times (nb_meas).</span><a class="headerlink" href="#id12" title="Permalink to this code">ïƒ</a></div> +<div class="highlight-json notranslate"><div class="highlight"><pre><span></span><span class="p">{</span> +<span class="w"> </span><span class="nt">"cmd_id"</span><span class="p">:</span><span class="w"> </span><span class="s2">"3fzxv121UITwGjWYgcz4Yw"</span><span class="p">,</span> +<span class="w"> </span><span class="nt">"cmd"</span><span class="p">:</span><span class="w"> </span><span class="s2">"run_multiple_sequences"</span><span class="p">,</span> +<span class="p">}</span> +</pre></div> +</div> +</div> +<div class="literal-block-wrapper docutils container" id="id13"> +<div class="code-block-caption"><span class="caption-text">Interrupt current acquisition.</span><a class="headerlink" href="#id13" title="Permalink to this code">ïƒ</a></div> +<div class="highlight-json notranslate"><div class="highlight"><pre><span></span><span class="p">{</span> +<span class="w"> </span><span class="nt">"cmd_id"</span><span class="p">:</span><span class="w"> </span><span class="s2">"3fzxv121UITwGjWYgcz4xw"</span><span class="p">,</span> +<span class="w"> </span><span class="nt">"cmd"</span><span class="p">:</span><span class="w"> </span><span class="s2">"interrupt"</span><span class="p">,</span> +<span class="p">}</span> +</pre></div> +</div> +</div> +<p>Custom processing of messages and tailor-made dashboards for monitoring experiments may be designed using a browser-based flow editor such as <a class="reference external" href="http://mqtt-explorer.com/">Node-red</a>. +This may help designing complex IoT experiments and monitoring systems in which OhmPi is a component.</p> +<p>Examples incorporating execution commands and data outputs from OhmPi can be found in the OhmPi examples. Once Node-RED is installed on the OhmPi, these examples can be accessed separately by running a command in the console such as :</p> +<p>These examples may require installing some additional node packages in order to work properly. This can be done in the <a href="#id2"><span class="problematic" id="id3">`</span></a>Palette Manager <<a class="reference external" href="https://nodered.org/docs/user-guide/editor/palette/manager">https://nodered.org/docs/user-guide/editor/palette/manager</a>> within Node-RED.</p> +<figure class="align-default" id="id14"> +<img alt="../../_images/node-red_flow.png" src="../../_images/node-red_flow.png" /> +<figcaption> +<p><span class="caption-text">Example flow in node-red to interact with an OhmPi.</span><a class="headerlink" href="#id14" title="Permalink to this image">ïƒ</a></p> +</figcaption> +</figure> +<figure class="align-default" id="id15"> +<img alt="../../_images/node-red_interface_control.png" src="../../_images/node-red_interface_control.png" /> +<figcaption> +<p><span class="caption-text">Example of a dashboard UI created with node-red to interact with an OhmPi - control tab.</span><a class="headerlink" href="#id15" title="Permalink to this image">ïƒ</a></p> +</figcaption> +</figure> +<figure class="align-default" id="id16"> +<img alt="../../_images/node-red_interface_data.png" src="../../_images/node-red_interface_data.png" /> +<figcaption> +<p><span class="caption-text">Example of a dashboard UI created with node-red to interact with an OhmPi - data visualization tab.</span><a class="headerlink" href="#id16" title="Permalink to this image">ïƒ</a></p> +</figcaption> +</figure> +<p>For more documentation dedicated to node-red, please refer to the Node-red <a class="reference external" href="https://cookbook.nodered.org/">cookbooks</a>.</p> +</section> +</section> +</section> +</section> + + + </div> + </div> + <footer> + + <hr/> + + <div role="contentinfo"> + <p>© Copyright 2022, the OhmPi Team..</p> + </div> + + Built with <a href="https://www.sphinx-doc.org/">Sphinx</a> using a + <a href="https://github.com/readthedocs/sphinx_rtd_theme">theme</a> + provided by <a href="https://readthedocs.org">Read the Docs</a>. + + +</footer> + </div> + 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href="../hardware.html" /> </head> @@ -50,8 +50,7 @@ <li class="toctree-l3"><a class="reference internal" href="#multiplexer">Multiplexer</a></li> </ul> </li> -<li class="toctree-l2"><a class="reference internal" href="mb_2023.html">Measurement board v2023</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2024.html">Measurement board v2024</a></li> +<li class="toctree-l2"><a class="reference internal" href="mb.html">Measurement board</a></li> <li class="toctree-l2"><a class="reference internal" href="mux_2023.html">MUX board v2023</a></li> <li class="toctree-l2"><a class="reference internal" href="mux_2024.html">MUX board v2024</a></li> <li class="toctree-l2"><a class="reference internal" href="hw_pwr.html">Power supply</a></li> @@ -160,7 +159,7 @@ Because too many GPIO expander cannot be addressed on the same I2C bus, we use a </div> <footer><div class="rst-footer-buttons" role="navigation" aria-label="Footer"> <a href="../hardware.html" class="btn btn-neutral 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<li class="toctree-l2"><a class="reference internal" href="hw_info.html">OhmPi electronic design</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2023.html">Measurement board v2023</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2024.html">Measurement board v2024</a></li> +<li class="toctree-l2"><a class="reference internal" href="mb.html">Measurement board</a></li> <li class="toctree-l2"><a class="reference internal" href="mux_2023.html">MUX board v2023</a></li> <li class="toctree-l2"><a class="reference internal" href="mux_2024.html">MUX board v2024</a></li> <li class="toctree-l2 current"><a class="current reference internal" href="#">Power supply</a><ul> diff --git a/doc/build/html/source_rst/hardware/hw_rpi.html b/doc/build/html/source_rst/hardware/hw_rpi.html index 69f65a52..fc8f233c 100644 --- a/doc/build/html/source_rst/hardware/hw_rpi.html +++ b/doc/build/html/source_rst/hardware/hw_rpi.html @@ -46,8 +46,7 @@ <li class="toctree-l1"><a class="reference internal" href="../Ohmpi.html">OhmPi project</a></li> <li class="toctree-l1 current"><a class="reference internal" href="../hardware.html">Hardware</a><ul class="current"> <li class="toctree-l2"><a class="reference internal" href="hw_info.html">OhmPi electronic design</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2023.html">Measurement board v2023</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2024.html">Measurement board v2024</a></li> +<li class="toctree-l2"><a class="reference internal" href="mb.html">Measurement board</a></li> <li class="toctree-l2"><a class="reference internal" href="mux_2023.html">MUX board v2023</a></li> <li class="toctree-l2"><a class="reference internal" href="mux_2024.html">MUX board v2024</a></li> <li class="toctree-l2"><a class="reference internal" href="hw_pwr.html">Power supply</a></li> diff --git a/doc/build/html/source_rst/hardware/mb.html b/doc/build/html/source_rst/hardware/mb.html index 55f8a7ea..57a63cab 100644 --- a/doc/build/html/source_rst/hardware/mb.html +++ b/doc/build/html/source_rst/hardware/mb.html @@ -101,6 +101,15 @@ Consequently, the OhmPi group provides a variety of board options tailored to yo <p>The characteristics of each measurement board are described in the following table:</p> <section id="specifications"> <h2>Specifications<a class="headerlink" href="#specifications" title="Permalink to this heading">ïƒ</a></h2> +<blockquote> +<div><table class="docutils align-default"> +<tbody> +<tr class="row-odd"><td><p><strong>Parameters</strong></p></td> +<td><p><strong>v2023.0.1</strong></p></td> +</tr> +</tbody> +</table> +</div></blockquote> <table class="docutils align-center"> <thead> <tr class="row-odd"><th class="head"><p><strong>Parameters</strong></p></th> diff --git a/doc/build/html/source_rst/hardware/mb/mb_2023.html b/doc/build/html/source_rst/hardware/mb/mb_2023.html index 7c5373cd..8621d5c3 100644 --- a/doc/build/html/source_rst/hardware/mb/mb_2023.html +++ b/doc/build/html/source_rst/hardware/mb/mb_2023.html @@ -20,7 +20,7 @@ <link rel="index" title="Index" href="../../../genindex.html" /> <link rel="search" title="Search" href="../../../search.html" /> <link rel="next" title="Measurement board v2024" href="mb_2024.html" /> - <link rel="prev" title="Measurement board description" href="../mb.html" /> + <link rel="prev" title="Measurement board" href="../mb.html" /> </head> <body class="wy-body-for-nav"> @@ -46,15 +46,12 @@ <li class="toctree-l1"><a class="reference internal" href="../../Ohmpi.html">OhmPi project</a></li> <li class="toctree-l1 current"><a class="reference internal" href="../../hardware.html">Hardware</a><ul class="current"> <li class="toctree-l2"><a class="reference internal" href="../hw_info.html">OhmPi electronic design</a></li> -<li class="toctree-l2 current"><a class="reference internal" href="../mb.html">Measurement board description</a><ul class="current"> -<li class="toctree-l3 current"><a class="current reference internal" href="#">Measurement board v2023</a><ul> -<li class="toctree-l4"><a class="reference internal" href="#specifications">Specifications</a></li> -<li class="toctree-l4"><a class="reference internal" href="#part-a-assembly-of-the-measurement-board"><strong>PART A</strong> Assembly of the measurement board</a></li> -<li class="toctree-l4"><a class="reference internal" href="#part-b-start-up-of-the-measurement-board"><strong>PART B</strong> Start-up of the measurement board</a></li> -<li class="toctree-l4"><a class="reference internal" href="#part-c-check-the-measurement-board"><strong>PART C</strong> Check the measurement board</a></li> +<li class="toctree-l2 current"><a class="reference internal" href="../mb.html">Measurement board</a><ul class="current"> +<li class="toctree-l3 current"><a class="reference internal" href="../mb.html#specifications">Specifications</a><ul class="current"> +<li class="toctree-l4 current"><a class="current reference internal" href="#">Measurement board v2023</a></li> +<li class="toctree-l4"><a class="reference internal" href="mb_2024.html">Measurement board v2024</a></li> </ul> </li> -<li class="toctree-l3"><a class="reference internal" href="mb_2024.html">Measurement board v2024</a></li> </ul> </li> <li class="toctree-l2"><a class="reference internal" href="../mux_2023.html">MUX board v2023</a></li> @@ -87,7 +84,7 @@ <ul class="wy-breadcrumbs"> <li><a href="../../../index.html" class="icon icon-home" aria-label="Home"></a></li> <li class="breadcrumb-item"><a href="../../hardware.html">Hardware</a></li> - <li class="breadcrumb-item"><a href="../mb.html">Measurement board description</a></li> + <li class="breadcrumb-item"><a href="../mb.html">Measurement board</a></li> <li class="breadcrumb-item active">Measurement board v2023</li> <li class="wy-breadcrumbs-aside"> <a href="../../../_sources/source_rst/hardware/mb/mb_2023.rst.txt" rel="nofollow"> View page source</a> @@ -874,7 +871,7 @@ works you should get the following result (220 Ohm)</p></td> </div> </div> <footer><div class="rst-footer-buttons" role="navigation" aria-label="Footer"> - <a href="../mb.html" class="btn btn-neutral float-left" title="Measurement board description" accesskey="p" rel="prev"><span class="fa fa-arrow-circle-left" aria-hidden="true"></span> Previous</a> + <a href="../mb.html" class="btn btn-neutral float-left" title="Measurement board" accesskey="p" rel="prev"><span class="fa fa-arrow-circle-left" aria-hidden="true"></span> Previous</a> <a href="mb_2024.html" class="btn btn-neutral float-right" title="Measurement board v2024" accesskey="n" rel="next">Next <span class="fa fa-arrow-circle-right" aria-hidden="true"></span></a> </div> diff --git a/doc/build/html/source_rst/hardware/mb/mb_2024.html b/doc/build/html/source_rst/hardware/mb/mb_2024.html index a220ee42..6cdcafa1 100644 --- a/doc/build/html/source_rst/hardware/mb/mb_2024.html +++ b/doc/build/html/source_rst/hardware/mb/mb_2024.html @@ -46,9 +46,12 @@ <li class="toctree-l1"><a class="reference internal" href="../../Ohmpi.html">OhmPi project</a></li> <li class="toctree-l1 current"><a class="reference internal" href="../../hardware.html">Hardware</a><ul class="current"> <li class="toctree-l2"><a class="reference internal" href="../hw_info.html">OhmPi electronic design</a></li> -<li class="toctree-l2 current"><a class="reference internal" href="../mb.html">Measurement board description</a><ul class="current"> -<li class="toctree-l3"><a class="reference internal" href="mb_2023.html">Measurement board v2023</a></li> -<li class="toctree-l3 current"><a class="current reference internal" href="#">Measurement board v2024</a></li> +<li class="toctree-l2 current"><a class="reference internal" href="../mb.html">Measurement board</a><ul class="current"> +<li class="toctree-l3 current"><a class="reference internal" href="../mb.html#specifications">Specifications</a><ul class="current"> +<li class="toctree-l4"><a class="reference internal" href="mb_2023.html">Measurement board v2023</a></li> +<li class="toctree-l4 current"><a class="current reference internal" href="#">Measurement board v2024</a></li> +</ul> +</li> </ul> </li> <li class="toctree-l2"><a class="reference internal" href="../mux_2023.html">MUX board v2023</a></li> @@ -81,7 +84,7 @@ <ul class="wy-breadcrumbs"> <li><a href="../../../index.html" class="icon icon-home" aria-label="Home"></a></li> <li class="breadcrumb-item"><a href="../../hardware.html">Hardware</a></li> - <li class="breadcrumb-item"><a href="../mb.html">Measurement board description</a></li> + <li class="breadcrumb-item"><a href="../mb.html">Measurement board</a></li> <li class="breadcrumb-item active">Measurement board v2024</li> <li class="wy-breadcrumbs-aside"> <a href="../../../_sources/source_rst/hardware/mb/mb_2024.rst.txt" rel="nofollow"> View page source</a> @@ -98,6 +101,7 @@ </div> <section id="measurement-board-v2024"> <h1>Measurement board v2024<a class="headerlink" href="#measurement-board-v2024" title="Permalink to this heading">ïƒ</a></h1> +<p>You can also include a file directly:</p> </section> diff --git a/doc/build/html/source_rst/hardware/mux_2023.html b/doc/build/html/source_rst/hardware/mux_2023.html index e3108463..d85d2526 100644 --- a/doc/build/html/source_rst/hardware/mux_2023.html +++ b/doc/build/html/source_rst/hardware/mux_2023.html @@ -20,7 +20,7 @@ <link rel="index" title="Index" href="../../genindex.html" /> <link rel="search" title="Search" href="../../search.html" /> <link rel="next" title="MUX board v2024" href="mux_2024.html" /> - <link rel="prev" title="Measurement board v2024" href="mb_2024.html" /> + <link rel="prev" title="Measurement board v2024" href="mb/mb_2024.html" /> </head> <body class="wy-body-for-nav"> @@ -46,8 +46,7 @@ <li class="toctree-l1"><a class="reference internal" href="../Ohmpi.html">OhmPi project</a></li> <li class="toctree-l1 current"><a class="reference internal" href="../hardware.html">Hardware</a><ul class="current"> <li class="toctree-l2"><a class="reference internal" href="hw_info.html">OhmPi electronic design</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2023.html">Measurement board v2023</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2024.html">Measurement board v2024</a></li> +<li class="toctree-l2"><a class="reference internal" href="mb.html">Measurement board</a></li> <li class="toctree-l2 current"><a class="current reference internal" href="#">MUX board v2023</a><ul> <li class="toctree-l3"><a class="reference internal" href="#part-a-assembly-of-mux-board"><strong>PART A</strong> Assembly of MUX board</a><ul> <li class="toctree-l4"><a class="reference internal" href="#required-components">Required components</a></li> @@ -125,15 +124,17 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <col style="width: 18%" /> <col style="width: 9%" /> <col style="width: 9%" /> +<col style="width: 0%" /> </colgroup> <thead> -<tr class="row-odd"><th class="head"><p>Component</p></th> +<tr class="row-odd"><th class="head"><p>Components</p></th> <th class="head"><p>Number</p></th> -<th class="head"><p>Cost per unit €</p></th> -<th class="head"><p>Total cost €</p></th> +<th class="head"><p>Cost per unit</p></th> +<th class="head"><p>Total cost</p></th> <th class="head"><p>Manufacturer</p></th> <th class="head"><p>Manufacturer s reference</p></th> <th class="head"><p>Web reference</p></th> +<th class="head"></th> </tr> </thead> <tbody> @@ -150,14 +151,16 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <li></li> </ul> </td> +<td></td> </tr> <tr class="row-odd"><td><p>Pin strip no ejector 16 pins</p></td> <td><p>16</p></td> <td><p>0.62</p></td> <td><p>9.92</p></td> <td><p>BLK electronic</p></td> -<td><p>1580994</p></td> +<td><p>10120550</p></td> <td><p><a class="reference external" href="https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994">https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994</a></p></td> +<td></td> </tr> <tr class="row-even"><td><p>diode-1n4007</p></td> <td><p>256</p></td> @@ -166,6 +169,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>Diodes Incorporated</p></td> <td><p>1N4007-T</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Diodes-Incorporated/1N4007-T?qs=sGAEpiMZZMueQxo7L%2FBPyAkbORUUMREn">https://www.mouser.fr/ProductDetail/Diodes-Incorporated/1N4007-T?qs=sGAEpiMZZMueQxo7L%2FBPyAkbORUUMREn</a></p></td> +<td></td> </tr> <tr class="row-odd"><td><p>Pin strip no ejector 6 pins</p></td> <td><p>4</p></td> @@ -173,7 +177,8 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>1.56</p></td> <td><p>BLK electronic</p></td> <td><p>10120550</p></td> -<td><p><a class="reference external" href="https://www.conrad.com/p/bkl-electronic-10120550-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-pcs-741435">https://www.conrad.com/p/bkl-electronic-10120550-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-pcs-741435</a></p></td> +<td><p><a class="reference external" href="https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994">https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994</a></p></td> +<td></td> </tr> <tr class="row-even"><td><p>Dual screw terminal (5.08-mm pitch)</p></td> <td><p>12</p></td> @@ -182,6 +187,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>CUI Devices</p></td> <td><p>TB009-508-02BE</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/CUI-Devices/TB009-508-02BE?qs=vLWxofP3U2wCFk5uCkWTkA%3D%3D">https://www.mouser.fr/ProductDetail/CUI-Devices/TB009-508-02BE?qs=vLWxofP3U2wCFk5uCkWTkA%3D%3D</a></p></td> +<td></td> </tr> <tr class="row-odd"><td><p>Generic male header - 3 pins</p></td> <td><p>12</p></td> @@ -190,6 +196,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>TE Connectivity</p></td> <td><p>4-103321-5</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/TE-Connectivity/4-103321-5?qs=5TwgZeq9E7HSYLqaljJYrw%3D%3D">https://www.mouser.fr/ProductDetail/TE-Connectivity/4-103321-5?qs=5TwgZeq9E7HSYLqaljJYrw%3D%3D</a></p></td> +<td></td> </tr> <tr class="row-even"><td><p>MCP23017 I2C I/O Expander</p></td> <td><p>16</p></td> @@ -198,6 +205,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>Adafruit</p></td> <td><p>732</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Adafruit/732?qs=sGAEpiMZZMsKEdP9slC0Yfx16nYdMpXJueeOGoLBlDI%3D">https://www.mouser.fr/ProductDetail/Adafruit/732?qs=sGAEpiMZZMsKEdP9slC0Yfx16nYdMpXJueeOGoLBlDI%3D</a></p></td> +<td></td> </tr> <tr class="row-odd"><td><p>Omron G5LE-1-VD 12 VDC PCB relay 12 V DC 8 A 1</p></td> <td><p>256</p></td> @@ -206,6 +214,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>Omron</p></td> <td><p>G5LE-1-VD 12 VDC</p></td> <td><p><a class="reference external" href="https://www.conrad.com/p/omron-g5le-1-vd-12-vdc-pcb-relay-12-v-dc-8-a-1-change-over-1-pcs-503811">https://www.conrad.com/p/omron-g5le-1-vd-12-vdc-pcb-relay-12-v-dc-8-a-1-change-over-1-pcs-503811</a></p></td> +<td></td> </tr> <tr class="row-even"><td><p>ZVN4206A MOSFET-NCHANNEL</p></td> <td><p>256</p></td> @@ -214,14 +223,16 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>Diodes Incorporated</p></td> <td><p>ZVN4206A</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Diodes-Incorporated/ZVN4206A?qs=vHuUswq2%252Bsz9b%2Ff6fcXt7g%3D%3D">https://www.mouser.fr/ProductDetail/Diodes-Incorporated/ZVN4206A?qs=vHuUswq2%252Bsz9b%2Ff6fcXt7g%3D%3D</a></p></td> +<td></td> </tr> -<tr class="row-odd"><td><p>100kΩ Resistor</p></td> +<tr class="row-odd"><td><p>100k Resistor</p></td> <td><p>256</p></td> <td><p>0.061</p></td> <td><p>15.616</p></td> <td><p>Vishay / Beyschlag</p></td> <td><p>MBA02040C1003FRP00</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Vishay-Beyschlag/MBA02040C1003FRP00?qs=mzRxyRlhVdt9crF7Zyf%2F5Q%3D%3D">https://www.mouser.fr/ProductDetail/Vishay-Beyschlag/MBA02040C1003FRP00?qs=mzRxyRlhVdt9crF7Zyf%2F5Q%3D%3D</a></p></td> +<td></td> </tr> <tr class="row-even"><td><p>Adafruit TCA9548A</p></td> <td><p>4</p></td> @@ -230,6 +241,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>Adafruit</p></td> <td><p>2717</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Adafruit/2717?qs=sGAEpiMZZMsyYdr3R27aV4EQf73yOH%252Baqg%252BZ3hVktao%3D">https://www.mouser.fr/ProductDetail/Adafruit/2717?qs=sGAEpiMZZMsyYdr3R27aV4EQf73yOH%252Baqg%252BZ3hVktao%3D</a></p></td> +<td></td> </tr> <tr class="row-odd"><td><p>BKL Electronic 10120558 Pin strip no ejector Contact spacing: 2.54 mm Total number of pins: 16 No. of rows: 2 1 pc(s)</p></td> <td><p>16</p></td> @@ -238,22 +250,25 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>BLK electronic</p></td> <td><p>10120558</p></td> <td><p><a class="reference external" href="https://www.conrad.com/p/bkl-electronic-10120558-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-741727?searchTerm=741727&searchType=suggest&searchSuggest=product">https://www.conrad.com/p/bkl-electronic-10120558-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-741727?searchTerm=741727&searchType=suggest&searchSuggest=product</a></p></td> +<td></td> </tr> -<tr class="row-even"><td><p>BKL Electronic 10120862 Pin connector + strain relief Contact spacing: 2.54 mm Total number of pins: 6 No. of rows: 2 1</p></td> +<tr class="row-even"><td><p>BKL Electronic 10120862 Pin connector strain relief Contact spacing: 2.54 mm Total number of pins: 6 No. of rows: 2 1</p></td> <td><p>16</p></td> <td><p>0.84</p></td> <td><p>13.44</p></td> <td><p>BLK electronic</p></td> <td><p>10120862</p></td> <td><p><a class="reference external" href="https://www.conrad.com/p/bkl-electronic-10120862-pin-connector-strain-relief-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-742063">https://www.conrad.com/p/bkl-electronic-10120862-pin-connector-strain-relief-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-742063</a></p></td> +<td></td> </tr> -<tr class="row-odd"><td><p>BKL Electronic 10120158/10 Ribbon cable Contact spacing: 1.27 mm 16 x 0.08 mm² Multi-coloured 10 m</p></td> +<tr class="row-odd"><td><p>BKL Electronic 10120158/10 Ribbon cable Contact spacing: 1.27 mm 16 x 0.08 mm Multi-coloured 10 m</p></td> <td><p>1</p></td> <td><p>27</p></td> <td><p>27</p></td> <td><p>BLK electronic</p></td> <td><p>10120158/10</p></td> <td><p><a class="reference external" href="https://www.conrad.com/p/bkl-electronic-1012015810-ribbon-cable-contact-spacing-127-mm-16-x-008-mm-multi-coloured-10-m-1548658?searchTerm=1548658&searchType=suggest&searchSuggest=product">https://www.conrad.com/p/bkl-electronic-1012015810-ribbon-cable-contact-spacing-127-mm-16-x-008-mm-multi-coloured-10-m-1548658?searchTerm=1548658&searchType=suggest&searchSuggest=product</a></p></td> +<td></td> </tr> <tr class="row-even"><td><p>spacer 5.5 HEX 25 mm M3 male/female</p></td> <td><p>31</p></td> @@ -262,6 +277,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>Keystone Electronics</p></td> <td><p>24300</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Keystone-Electronics/24300?qs=UWqYQ%2F2cZWu0ejpOzmZC2A%3D%3D">https://www.mouser.fr/ProductDetail/Keystone-Electronics/24300?qs=UWqYQ%2F2cZWu0ejpOzmZC2A%3D%3D</a></p></td> +<td></td> </tr> <tr class="row-odd"><td><p>Screw</p></td> <td><p>9</p></td> @@ -270,6 +286,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>APM HEXSEAL</p></td> <td><p>RM3X8MM-2701</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/APM-HEXSEAL/RM3X8MM-2701?qs=JJSE%2F12mKnS3VxSDrYXUHw%3D%3D">https://www.mouser.fr/ProductDetail/APM-HEXSEAL/RM3X8MM-2701?qs=JJSE%2F12mKnS3VxSDrYXUHw%3D%3D</a></p></td> +<td></td> </tr> <tr class="row-even"><td><p>spacer 5.5 HEX 25 mm M3 female/female</p></td> <td><p>9</p></td> @@ -278,14 +295,7 @@ In the following presentation for an OhmPi 64 electrodes, we will use the addres <td><p>Keystone Electronics</p></td> <td><p>25515</p></td> <td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Keystone-Electronics/25515?qs=UWqYQ%2F2cZWuxuhUmfr%252BZuQ%3D%3D">https://www.mouser.fr/ProductDetail/Keystone-Electronics/25515?qs=UWqYQ%2F2cZWuxuhUmfr%252BZuQ%3D%3D</a></p></td> -</tr> -<tr class="row-odd"><td><p>DIP dual-in-line 2*14</p></td> -<td><p>16</p></td> -<td><p>1.55</p></td> -<td><p>24.8</p></td> -<td><p>Preci-dip</p></td> -<td><p>110-87-328-41-001101</p></td> -<td><p><a class="reference external" href="https://www.mouser.fr/ProductDetail/Preci-dip/110-87-328-41-001101?qs=uQD7XCvsSCNr3HWD6fta8g%3D%3D">https://www.mouser.fr/ProductDetail/Preci-dip/110-87-328-41-001101?qs=uQD7XCvsSCNr3HWD6fta8g%3D%3D</a></p></td> +<td></td> </tr> </tbody> </table> @@ -556,7 +566,7 @@ measurement board.</p></td> </div> </div> <footer><div class="rst-footer-buttons" role="navigation" aria-label="Footer"> - <a href="mb_2024.html" class="btn btn-neutral float-left" title="Measurement board v2024" accesskey="p" rel="prev"><span class="fa fa-arrow-circle-left" aria-hidden="true"></span> Previous</a> + <a href="mb/mb_2024.html" class="btn btn-neutral float-left" title="Measurement board v2024" accesskey="p" rel="prev"><span class="fa fa-arrow-circle-left" aria-hidden="true"></span> Previous</a> <a href="mux_2024.html" class="btn btn-neutral float-right" title="MUX board v2024" accesskey="n" rel="next">Next <span class="fa fa-arrow-circle-right" aria-hidden="true"></span></a> </div> diff --git a/doc/build/html/source_rst/hardware/mux_2024.html b/doc/build/html/source_rst/hardware/mux_2024.html index a9c0d8f3..53794ace 100644 --- a/doc/build/html/source_rst/hardware/mux_2024.html +++ b/doc/build/html/source_rst/hardware/mux_2024.html @@ -46,8 +46,7 @@ <li class="toctree-l1"><a class="reference internal" href="../Ohmpi.html">OhmPi project</a></li> <li class="toctree-l1 current"><a class="reference internal" href="../hardware.html">Hardware</a><ul class="current"> <li class="toctree-l2"><a class="reference internal" href="hw_info.html">OhmPi electronic design</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2023.html">Measurement board v2023</a></li> -<li class="toctree-l2"><a class="reference internal" href="mb_2024.html">Measurement board v2024</a></li> +<li class="toctree-l2"><a class="reference internal" href="mb.html">Measurement board</a></li> <li class="toctree-l2"><a class="reference internal" href="mux_2023.html">MUX board v2023</a></li> <li class="toctree-l2 current"><a class="current reference internal" href="#">MUX board v2024</a><ul> <li class="toctree-l3"><a class="reference internal" href="#part-a-assembly-of-mux-board"><strong>PART A</strong> Assembly of MUX board</a><ul> diff --git a/doc/source/bom_list/ibom.html b/doc/source/bom_list/ibom.html new file mode 100644 index 00000000..a2fef3a0 --- /dev/null +++ b/doc/source/bom_list/ibom.html @@ -0,0 +1,4669 @@ +<!DOCTYPE html> +<html lang="en"> + +<head> + <meta charset="UTF-8"> + <meta name="viewport" content="width=device-width, initial-scale=1.0"> + <title>Interactive BOM for KiCAD</title> + <style type="text/css"> +:root { + --pcb-edge-color: black; + --pad-color: #878787; + --pad-hole-color: #CCCCCC; + --pad-color-highlight: #D04040; + --pad-color-highlight-both: #D0D040; + --pad-color-highlight-marked: 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xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E"); + background-position: center; + background-repeat: no-repeat; +} + +.visbtn { + background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E"); + background-position: center; + background-repeat: no-repeat; + padding: 15px; +} + +#vismenu-content { + left: 0px; + font-family: Verdana, sans-serif; +} + +.dark .statsbtn, +.dark .savebtn, +.dark .menubtn, +.dark .iobtn, +.dark .visbtn { + filter: invert(1); +} + +.flexbox { + display: flex; + align-items: center; + justify-content: space-between; + width: 100%; +} + +.savebtn { + background-color: #d6d6d6; + width: auto; + height: 30px; + flex-grow: 1; + margin: 5px; + border-radius: 4px; +} + +.savebtn:active { + background-color: #0a0; + color: white; +} + +.dark .savebtn:active { + /* This will be inverted */ + background-color: #b3b; +} + +.stats { + border-collapse: collapse; + font-size: 12pt; + table-layout: fixed; + width: 100%; + min-width: 450px; +} + +.dark .stats td { + border: 1px solid #bbb; +} + +.stats td { + border: 1px solid black; + padding: 5px; + word-wrap: break-word; + text-align: center; + position: relative; +} + +#checkbox-stats div { + position: absolute; + left: 0; + top: 0; + height: 100%; + width: 100%; + display: flex; + align-items: center; + justify-content: center; +} + +#checkbox-stats .bar { + background-color: rgba(28, 251, 0, 0.6); +} + +.menu { + position: relative; + display: inline-block; + margin: 0.4rem 0.4rem 0.4rem 0; +} + +.menu-content { + font-size: 12pt !important; + text-align: left !important; + font-weight: normal !important; + display: none; + position: absolute; + background-color: white; + right: 0; + min-width: 300px; + box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2); + z-index: 100; + padding: 8px; +} + +.dark .menu-content { + background-color: #111; +} + +.menu:hover .menu-content { + display: block; +} + +.menu:hover .menubtn, +.menu:hover .iobtn, +.menu:hover .statsbtn { + background-color: #eee; +} + +.menu-label { + display: inline-block; + padding: 8px; + border: 1px solid #ccc; + border-top: 0; + width: calc(100% - 18px); +} + +.menu-label-top { + border-top: 1px solid #ccc; +} + +.menu-textbox { + float: left; + height: 24px; + margin: 10px 5px; + padding: 5px 5px; + font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace; + font-size: 14px; + box-sizing: border-box; + border: 1px solid #888; + border-radius: 4px; + outline: none; + background-color: #eee; + transition: background-color 0.2s, border 0.2s; + width: calc(100% - 10px); +} + +.menu-textbox.invalid, +.dark .menu-textbox.invalid { + color: red; +} + +.dark .menu-textbox { + background-color: #222; + color: #eee; +} + +.radio-container { + margin: 4px; +} + +.topmostdiv { + display: flex; + flex-direction: column; + width: 100%; + background-color: white; + transition: background-color 0.3s; +} + +#top { + display: flex; + flex-wrap: wrap; + justify-content: flex-end; + align-items: center; +} + +#topdivider { + border-bottom: 2px solid black; + display: flex; + justify-content: center; + align-items: center; +} + +.dark #topdivider { + border-bottom: 2px solid #ccc; +} + +#topdivider>div { + position: relative; +} + +#toptoggle { + cursor: pointer; + user-select: none; + position: absolute; + padding: 0.1rem 0.3rem; + top: -0.4rem; + left: -1rem; + font-size: 1.4rem; + line-height: 60%; + border: 1px solid black; + border-radius: 1rem; + background-color: #fff; + z-index: 100; +} + +.flipped { + transform: rotate(0.5turn); +} + +.dark #toptoggle { + border: 1px solid #fff; + background-color: #222; +} + +#fileinfodiv { + flex: 20rem 1 0; + overflow: auto; +} + +#bomcontrols { + display: flex; + flex-direction: row-reverse; +} + +#bomcontrols>* { + flex-shrink: 0; +} + +#dbg { + display: block; +} + +::-webkit-scrollbar { + width: 8px; +} + +::-webkit-scrollbar-track { + background: #aaa; +} + +::-webkit-scrollbar-thumb { + background: #666; + border-radius: 3px; +} + +::-webkit-scrollbar-thumb:hover { + background: #555; +} + +.slider { + -webkit-appearance: none; + width: 100%; + margin: 3px 0; + padding: 0; + outline: none; + opacity: 0.7; + -webkit-transition: .2s; + transition: opacity .2s; + border-radius: 3px; +} + +.slider:hover { + opacity: 1; +} + +.slider:focus { + outline: none; +} + +.slider::-webkit-slider-runnable-track { + -webkit-appearance: none; + width: 100%; + height: 8px; + background: #d3d3d3; + border-radius: 3px; + border: none; +} + +.slider::-webkit-slider-thumb { + -webkit-appearance: none; + width: 15px; + height: 15px; + border-radius: 50%; + background: #0a0; + cursor: pointer; + margin-top: -4px; +} + +.dark .slider::-webkit-slider-thumb { + background: #3d3; +} + +.slider::-moz-range-thumb { + width: 15px; + height: 15px; + border-radius: 50%; + background: #0a0; + cursor: pointer; +} + +.slider::-moz-range-track { + height: 8px; + background: #d3d3d3; + border-radius: 3px; +} + +.dark .slider::-moz-range-thumb { + background: #3d3; +} + +.slider::-ms-track { + width: 100%; + height: 8px; + border-width: 3px 0; + background: transparent; + border-color: transparent; + color: transparent; + transition: opacity .2s; +} + +.slider::-ms-fill-lower { + background: #d3d3d3; + border: none; + border-radius: 3px; +} + +.slider::-ms-fill-upper { + background: #d3d3d3; + border: none; + border-radius: 3px; +} + +.slider::-ms-thumb { + width: 15px; + height: 15px; + border-radius: 50%; + background: #0a0; + cursor: pointer; + margin: 0; +} + +.shameless-plug { + font-size: 0.8em; + text-align: center; + display: block; +} + +a { + color: #0278a4; +} + +.dark a { + color: #00b9fd; +} + +#frontcanvas, +#backcanvas { + touch-action: none; +} + +.placeholder { + border: 1px dashed #9f9fda !important; + background-color: #edf2f7 !important; +} + +.dragging { + z-index: 999; +} + +.dark .dragging>table>tbody>tr { + background-color: #252c30; +} + +.dark .placeholder { + filter: invert(1); +} + +.column-spacer { + top: 0; + left: 0; + width: calc(100% - 4px); + position: absolute; + cursor: pointer; + user-select: none; + height: 100%; +} + +.column-width-handle { + top: 0; + right: 0; + width: 4px; + position: absolute; + cursor: col-resize; + user-select: none; + height: 100%; +} + +.column-width-handle:hover { + background-color: #4f99bd; +} + +.help-link { + border: 1px solid #0278a4; + padding-inline: 0.3rem; + border-radius: 3px; + cursor: pointer; +} + +.dark .help-link { + border: 1px solid #00b9fd; +} + +.bom-color { + width: 20%; +} + +.color-column input { + width: 1.6rem; + height: 1rem; + border: 1px solid black; + cursor: pointer; + padding: 0; +} + +/* removes default styling from input color element */ +::-webkit-color-swatch { + border: none; +} + +::-webkit-color-swatch-wrapper { + padding: 0; +} + +::-moz-color-swatch, +::-moz-focus-inner { + border: none; +} + +::-moz-focus-inner { + padding: 0; +} +/* #bomhead { + position: sticky; + top: 0px; + z-index: 1; +} */ + </style> + <script type="text/javascript" > +/////////////////////////////////////////////// +/* + Split.js - v1.3.5 + MIT License + https://github.com/nathancahill/Split.js +*/ +!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return 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"kicad_text_formatting": true, "fields": ["Value", "Footprint", "Description"]} +/////////////////////////////////////////////// + +/////////////////////////////////////////////// +var pcbdata = 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")) +/////////////////////////////////////////////// + +/////////////////////////////////////////////// +/* Utility functions */ + +var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' + + pcbdata.metadata.revision + '__#'; +var storage; + +function initStorage(key) { + try { + window.localStorage.getItem("blank"); + storage = window.localStorage; + } catch (e) { + // localStorage not available + } + if (!storage) { + try { + window.sessionStorage.getItem("blank"); + storage = window.sessionStorage; + } catch (e) { + // sessionStorage also not available + } + } +} + +function readStorage(key) { + if (storage) { + return storage.getItem(storagePrefix + key); + } else { + return null; + } +} + +function writeStorage(key, value) { + if (storage) { + storage.setItem(storagePrefix + key, value); + } +} + +function fancyDblClickHandler(el, onsingle, ondouble) { + return function () { + if (el.getAttribute("data-dblclick") == null) { + el.setAttribute("data-dblclick", 1); + setTimeout(function () { + if (el.getAttribute("data-dblclick") == 1) { + onsingle(); + } + el.removeAttribute("data-dblclick"); + }, 200); + } else { + el.removeAttribute("data-dblclick"); + ondouble(); + } + } +} + +function smoothScrollToRow(rowid) { + document.getElementById(rowid).scrollIntoView({ + behavior: "smooth", + block: "center", + inline: "nearest" + }); +} + +function focusInputField(input) { + input.scrollIntoView(false); + input.focus(); + input.select(); +} + +function saveBomTable(output) { + var text = ''; + for (var node of bomhead.childNodes[0].childNodes) { + if (node.firstChild) { + text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue); + } + if (node != bomhead.childNodes[0].lastChild) { + text += (output == 'csv' ? ',' : '\t'); + } + } + text += '\n'; + for (var row of bombody.childNodes) { + for (var cell of row.childNodes) { + let val = ''; + for (var node of cell.childNodes) { + if (node.nodeName == "INPUT") { + if (node.checked) { + val += '✓'; + } + } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) { + val += node.firstChild.nodeValue; + } else { + val += node.nodeValue; + } + } + if (output == 'csv') { + val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters + if (isNumeric(val)) { + val = +val; // use number + } else { + val = `"${val}"`; // enclosed within double-quote + } + } + text += val; + if (cell != row.lastChild) { + text += (output == 'csv' ? ',' : '\t'); + } + } + text += '\n'; + } + + if (output != 'clipboard') { + // To file: csv or txt + var blob = new Blob([text], { + type: `text/${output}` + }); + saveFile(`${pcbdata.metadata.title}.${output}`, blob); + } else { + // To clipboard + var textArea = document.createElement("textarea"); + textArea.classList.add('clipboard-temp'); + textArea.value = text; + + document.body.appendChild(textArea); + textArea.focus(); + textArea.select(); + + try { + if (document.execCommand('copy')) { + console.log('Bom copied to clipboard.'); + } + } catch (err) { + console.log('Can not copy to clipboard.'); + } + + document.body.removeChild(textArea); + } +} + +function isNumeric(str) { + /* https://stackoverflow.com/a/175787 */ + return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str))); +} + +function removeGutterNode(node) { + for (var i = 0; i < node.childNodes.length; i++) { + if (node.childNodes[i].classList && + node.childNodes[i].classList.contains("gutter")) { + node.removeChild(node.childNodes[i]); + break; + } + } +} + +function cleanGutters() { + removeGutterNode(document.getElementById("bot")); + removeGutterNode(document.getElementById("canvasdiv")); +} + +var units = { + prefixes: { + giga: ["G", "g", "giga", "Giga", "GIGA"], + mega: ["M", "mega", "Mega", "MEGA"], + kilo: ["K", "k", "kilo", "Kilo", "KILO"], + milli: ["m", "milli", "Milli", "MILLI"], + micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ + nano: ["N", "n", "nano", "Nano", "NANO"], + pico: ["P", "p", "pico", "Pico", "PICO"], + }, + unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"], + unitsLong: [ + "OHM", "Ohm", "ohm", "ohms", + "FARAD", "Farad", "farad", + "HENRY", "Henry", "henry" + ], + getMultiplier: function (s) { + if (this.prefixes.giga.includes(s)) return 1e9; + if (this.prefixes.mega.includes(s)) return 1e6; + if (this.prefixes.kilo.includes(s)) return 1e3; + if (this.prefixes.milli.includes(s)) return 1e-3; + if (this.prefixes.micro.includes(s)) return 1e-6; + if (this.prefixes.nano.includes(s)) return 1e-9; + if (this.prefixes.pico.includes(s)) return 1e-12; + return 1; + }, + valueRegex: null, +} + +function initUtils() { + var allPrefixes = units.prefixes.giga + .concat(units.prefixes.mega) + .concat(units.prefixes.kilo) + .concat(units.prefixes.milli) + .concat(units.prefixes.micro) + .concat(units.prefixes.nano) + .concat(units.prefixes.pico); + var allUnits = units.unitsShort.concat(units.unitsLong); + units.valueRegex = new RegExp("^([0-9\.]+)" + + "\\s*(" + allPrefixes.join("|") + ")?" + + "(" + allUnits.join("|") + ")?" + + "(\\b.*)?$", ""); + units.valueAltRegex = new RegExp("^([0-9]*)" + + "(" + units.unitsShort.join("|") + ")?" + + "([GgMmKkUuNnPp])?" + + "([0-9]*)" + + "(\\b.*)?$", ""); + if (config.fields.includes("Value")) { + var index = config.fields.indexOf("Value"); + pcbdata.bom["parsedValues"] = {}; + for (var id in pcbdata.bom.fields) { + pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index]) + } + } +} + +function parseValue(val, ref) { + var inferUnit = (unit, ref) => { + if (unit) { + unit = unit.toLowerCase(); + if (unit == 'Ω' || unit == "ohm" || unit == "ohms") { + unit = 'r'; + } + unit = unit[0]; + } else { + ref = /^([a-z]+)\d+$/i.exec(ref); + if (ref) { + ref = ref[1].toLowerCase(); + if (ref == "c") unit = 'f'; + else if (ref == "l") unit = 'h'; + else if (ref == "r" || ref == "rv") unit = 'r'; + else unit = null; + } + } + return unit; + }; + val = val.replace(/,/g, ""); + var match = units.valueRegex.exec(val); + var unit; + if (match) { + val = parseFloat(match[1]); + if (match[2]) { + val = val * units.getMultiplier(match[2]); + } + unit = inferUnit(match[3], ref); + if (!unit) return null; + else return { + val: val, + unit: unit, + extra: match[4], + } + } + match = units.valueAltRegex.exec(val); + if (match && (match[1] || match[4])) { + val = parseFloat(match[1] + "." + match[4]); + if (match[3]) { + val = val * units.getMultiplier(match[3]); + } + unit = inferUnit(match[2], ref); + if (!unit) return null; + else return { + val: val, + unit: unit, + extra: match[5], + } + } + return null; +} + +function valueCompare(a, b, stra, strb) { + if (a === null && b === null) { + // Failed to parse both values, compare them as strings. + if (stra != strb) return stra > strb ? 1 : -1; + else return 0; + } else if (a === null) { + return 1; + } else if (b === null) { + return -1; + } else { + if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1; + else if (a.val != b.val) return a.val > b.val ? 1 : -1; + else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1; + else return 0; + } +} + +function validateSaveImgDimension(element) { + var valid = false; + var intValue = 0; + if (/^[1-9]\d*$/.test(element.value)) { + intValue = parseInt(element.value); + if (intValue <= 16000) { + valid = true; + } + } + if (valid) { + element.classList.remove("invalid"); + } else { + element.classList.add("invalid"); + } + return intValue; +} + +function saveImage(layer) { + var width = validateSaveImgDimension(document.getElementById("render-save-width")); + var height = validateSaveImgDimension(document.getElementById("render-save-height")); + var bgcolor = null; + if (!document.getElementById("render-save-transparent").checked) { + var style = getComputedStyle(topmostdiv); + bgcolor = style.getPropertyValue("background-color"); + } + if (!width || !height) return; + + // Prepare image + var canvas = document.createElement("canvas"); + var layerdict = { + transform: { + x: 0, + y: 0, + s: 1, + panx: 0, + pany: 0, + zoom: 1, + }, + bg: canvas, + fab: canvas, + silk: canvas, + highlight: canvas, + layer: layer, + } + // Do the rendering + recalcLayerScale(layerdict, width, height); + prepareLayer(layerdict); + clearCanvas(canvas, bgcolor); + drawBackground(layerdict, false); + drawHighlightsOnLayer(layerdict, false); + + // Save image + var imgdata = canvas.toDataURL("image/png"); + + var filename = pcbdata.metadata.title; + if (pcbdata.metadata.revision) { + filename += `.${pcbdata.metadata.revision}`; + } + filename += `.${layer}.png`; + saveFile(filename, dataURLtoBlob(imgdata)); +} + +function saveSettings() { + var data = { + type: "InteractiveHtmlBom settings", + version: 1, + pcbmetadata: pcbdata.metadata, + settings: settings, + } + var blob = new Blob([JSON.stringify(data, null, 4)], { + type: "application/json" + }); + saveFile(`${pcbdata.metadata.title}.settings.json`, blob); +} + +function loadSettings() { + var input = document.createElement("input"); + input.type = "file"; + input.accept = ".settings.json"; + input.onchange = function (e) { + var file = e.target.files[0]; + var reader = new FileReader(); + reader.onload = readerEvent => { + var content = readerEvent.target.result; + var newSettings; + try { + newSettings = JSON.parse(content); + } catch (e) { + alert("Selected file is not InteractiveHtmlBom settings file."); + return; + } + if (newSettings.type != "InteractiveHtmlBom settings") { + alert("Selected file is not InteractiveHtmlBom settings file."); + return; + } + var metadataMatches = newSettings.hasOwnProperty("pcbmetadata"); + if (metadataMatches) { + for (var k in pcbdata.metadata) { + if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) { + metadataMatches = false; + } + } + } + if (!metadataMatches) { + var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4); + var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4); + if (!confirm( + `Settins file metadata does not match current metadata.\n\n` + + `Page metadata:\n${currentMetadata}\n\n` + + `Settings file metadata:\n${fileMetadata}\n\n` + + `Press OK if you would like to import settings anyway.`)) { + return; + } + } + overwriteSettings(newSettings.settings); + } + reader.readAsText(file, 'UTF-8'); + } + input.click(); +} + +function resetSettings() { + if (!confirm( + `This will reset all checkbox states and other settings.\n\n` + + `Press OK if you want to continue.`)) { + return; + } + if (storage) { + var keys = []; + for (var i = 0; i < storage.length; i++) { + var key = storage.key(i); + if (key.startsWith(storagePrefix)) keys.push(key); + } + for (var key of keys) storage.removeItem(key); + } + location.reload(); +} + +function overwriteSettings(newSettings) { + initDone = false; + Object.assign(settings, newSettings); + writeStorage("bomlayout", settings.bomlayout); + writeStorage("bommode", settings.bommode); + writeStorage("canvaslayout", settings.canvaslayout); + writeStorage("bomCheckboxes", settings.checkboxes.join(",")); + document.getElementById("bomCheckboxes").value = settings.checkboxes.join(","); + for (var checkbox of settings.checkboxes) { + writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]); + } + writeStorage("markWhenChecked", settings.markWhenChecked); + padsVisible(settings.renderPads); + document.getElementById("padsCheckbox").checked = settings.renderPads; + fabricationVisible(settings.renderFabrication); + document.getElementById("fabricationCheckbox").checked = settings.renderFabrication; + silkscreenVisible(settings.renderSilkscreen); + document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen; + referencesVisible(settings.renderReferences); + document.getElementById("referencesCheckbox").checked = settings.renderReferences; + valuesVisible(settings.renderValues); + document.getElementById("valuesCheckbox").checked = settings.renderValues; + tracksVisible(settings.renderTracks); + document.getElementById("tracksCheckbox").checked = settings.renderTracks; + zonesVisible(settings.renderZones); + document.getElementById("zonesCheckbox").checked = settings.renderZones; + dnpOutline(settings.renderDnpOutline); + document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline; + setRedrawOnDrag(settings.redrawOnDrag); + document.getElementById("dragCheckbox").checked = settings.redrawOnDrag; + setDarkMode(settings.darkMode); + document.getElementById("darkmodeCheckbox").checked = settings.darkMode; + setHighlightPin1(settings.highlightpin1); + document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1; + writeStorage("boardRotation", settings.boardRotation); + document.getElementById("boardRotation").value = settings.boardRotation / 5; + document.getElementById("rotationDegree").textContent = settings.boardRotation; + setOffsetBackRotation(settings.offsetBackRotation); + document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation; + initDone = true; + prepCheckboxes(); + changeBomLayout(settings.bomlayout); +} + +function saveFile(filename, blob) { + var link = document.createElement("a"); + var objurl = URL.createObjectURL(blob); + link.download = filename; + link.href = objurl; + link.click(); +} + +function dataURLtoBlob(dataurl) { + var arr = dataurl.split(','), + mime = arr[0].match(/:(.*?);/)[1], + bstr = atob(arr[1]), + n = bstr.length, + u8arr = new Uint8Array(n); + while (n--) { + u8arr[n] = bstr.charCodeAt(n); + } + return new Blob([u8arr], { + type: mime + }); +} + +var settings = { + canvaslayout: "FB", + bomlayout: "left-right", + bommode: "grouped", + checkboxes: [], + checkboxStoredRefs: {}, + darkMode: false, + highlightpin1: "none", + redrawOnDrag: true, + boardRotation: 0, + offsetBackRotation: false, + renderPads: true, + renderReferences: true, + renderValues: true, + renderSilkscreen: true, + renderFabrication: true, + renderDnpOutline: false, + renderTracks: true, + renderZones: true, + columnOrder: [], + hiddenColumns: [], + netColors: {}, +} + +function initDefaults() { + settings.bomlayout = readStorage("bomlayout"); + if (settings.bomlayout === null) { + settings.bomlayout = config.bom_view; + } + if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) { + settings.bomlayout = config.bom_view; + } + settings.bommode = readStorage("bommode"); + if (settings.bommode === null) { + settings.bommode = "grouped"; + } + if (settings.bommode == "netlist" && !pcbdata.nets) { + settings.bommode = "grouped"; + } + if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) { + settings.bommode = "grouped"; + } + settings.canvaslayout = readStorage("canvaslayout"); + if (settings.canvaslayout === null) { + settings.canvaslayout = config.layer_view; + } + var bomCheckboxes = readStorage("bomCheckboxes"); + if (bomCheckboxes === null) { + bomCheckboxes = config.checkboxes; + } + settings.checkboxes = bomCheckboxes.split(",").filter((e) => e); + document.getElementById("bomCheckboxes").value = bomCheckboxes; + + var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1; + if (highlightpin1 === "false") highlightpin1 = "none"; + if (highlightpin1 === "true") highlightpin1 = "all"; + setHighlightPin1(highlightpin1); + document.forms.highlightpin1.highlightpin1.value = highlightpin1; + + settings.markWhenChecked = readStorage("markWhenChecked") || ""; + populateMarkWhenCheckedOptions(); + + function initBooleanSetting(storageString, def, elementId, func) { + var b = readStorage(storageString); + if (b === null) { + b = def; + } else { + b = (b == "true"); + } + document.getElementById(elementId).checked = b; + func(b); + } + + initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible); + initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible); + initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible); + initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible); + initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible); + if ("tracks" in pcbdata) { + initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible); + initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible); + } else { + document.getElementById("tracksAndZonesCheckboxes").style.display = "none"; + tracksVisible(false); + zonesVisible(false); + } + initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline); + initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag); + initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode); + + var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]); + var hcols = JSON.parse(readStorage("hiddenColumns")); + if (hcols === null) { + hcols = []; + } + settings.hiddenColumns = hcols.filter(e => fields.includes(e)); + + var cord = JSON.parse(readStorage("columnOrder")); + if (cord === null) { + cord = fields; + } else { + cord = cord.filter(e => fields.includes(e)); + if (cord.length != fields.length) + cord = fields; + } + settings.columnOrder = cord; + + settings.boardRotation = readStorage("boardRotation"); + if (settings.boardRotation === null) { + settings.boardRotation = config.board_rotation * 5; + } else { + settings.boardRotation = parseInt(settings.boardRotation); + } + document.getElementById("boardRotation").value = settings.boardRotation / 5; + document.getElementById("rotationDegree").textContent = settings.boardRotation; + initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation); + + settings.netColors = JSON.parse(readStorage("netColors")) || {}; +} + +// Helper classes for user js callbacks. + +const IBOM_EVENT_TYPES = { + ALL: "all", + HIGHLIGHT_EVENT: "highlightEvent", + CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent", + BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent", +} + +const EventHandler = { + callbacks: {}, + init: function () { + for (eventType of Object.values(IBOM_EVENT_TYPES)) + this.callbacks[eventType] = []; + }, + registerCallback: function (eventType, callback) { + this.callbacks[eventType].push(callback); + }, + emitEvent: function (eventType, eventArgs) { + event = { + eventType: eventType, + args: eventArgs, + } + var callback; + for (callback of this.callbacks[eventType]) + callback(event); + for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL]) + callback(event); + } +} +EventHandler.init(); + +/////////////////////////////////////////////// + +/////////////////////////////////////////////// +/* PCB rendering code */ + +var emptyContext2d = document.createElement("canvas").getContext("2d"); + +function deg2rad(deg) { + return deg * Math.PI / 180; +} + +function calcFontPoint(linepoint, text, offsetx, offsety, tilt) { + var point = [ + linepoint[0] * text.width + offsetx, + linepoint[1] * text.height + offsety + ]; + // This approximates pcbnew behavior with how text tilts depending on horizontal justification + point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt; + return point; +} + +function drawText(ctx, text, color) { + if ("ref" in text && !settings.renderReferences) return; + if ("val" in text && !settings.renderValues) return; + ctx.save(); + ctx.fillStyle = color; + ctx.strokeStyle = color; + ctx.lineCap = "round"; + ctx.lineJoin = "round"; + ctx.lineWidth = text.thickness; + if ("svgpath" in text) { + ctx.stroke(new Path2D(text.svgpath)); + ctx.restore(); + return; + } + if ("polygons" in text) { + ctx.fill(getPolygonsPath(text)); + ctx.restore(); + return; + } + ctx.translate(...text.pos); + ctx.translate(text.thickness * 0.5, 0); + var angle = -text.angle; + if (text.attr.includes("mirrored")) { + ctx.scale(-1, 1); + angle = -angle; + } + var tilt = 0; + if (text.attr.includes("italic")) { + tilt = 0.125; + } + var interline = text.height * 1.5 + text.thickness; + var txt = text.text.split("\n"); + // KiCad ignores last empty line. + if (txt[txt.length - 1] == '') txt.pop(); + ctx.rotate(deg2rad(angle)); + var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset + offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset + for (var i in txt) { + var lineWidth = text.thickness + interline / 2 * tilt; + for (var j = 0; j < txt[i].length; j++) { + if (txt[i][j] == '\t') { + var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width; + lineWidth += fourSpaces - lineWidth % fourSpaces; + } else { + if (txt[i][j] == '~') { + j++; + if (j == txt[i].length) + break; + } + lineWidth += pcbdata.font_data[txt[i][j]].w * text.width; + } + } + var offsetx = -lineWidth * (text.justify[0] + 1) / 2; + var inOverbar = false; + for (var j = 0; j < txt[i].length; j++) { + if (config.kicad_text_formatting) { + if (txt[i][j] == '\t') { + var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width; + offsetx += fourSpaces - offsetx % fourSpaces; + continue; + } else if (txt[i][j] == '~') { + j++; + if (j == txt[i].length) + break; + if (txt[i][j] != '~') { + inOverbar = !inOverbar; + } + } + } + var glyph = pcbdata.font_data[txt[i][j]]; + if (inOverbar) { + var overbarStart = [offsetx, -text.height * 1.4 + offsety]; + var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]]; + + if (!lastHadOverbar) { + overbarStart[0] += text.height * 1.4 * tilt; + lastHadOverbar = true; + } + ctx.beginPath(); + ctx.moveTo(...overbarStart); + ctx.lineTo(...overbarEnd); + ctx.stroke(); + } else { + lastHadOverbar = false; + } + for (var line of glyph.l) { + ctx.beginPath(); + ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt)); + for (var k = 1; k < line.length; k++) { + ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt)); + } + ctx.stroke(); + } + offsetx += glyph.w * text.width; + } + offsety += interline; + } + ctx.restore(); +} + +function drawedge(ctx, scalefactor, edge, color) { + ctx.strokeStyle = color; + ctx.fillStyle = color; + ctx.lineWidth = Math.max(1 / scalefactor, edge.width); + ctx.lineCap = "round"; + ctx.lineJoin = "round"; + if ("svgpath" in edge) { + ctx.stroke(new Path2D(edge.svgpath)); + } else { + ctx.beginPath(); + if (edge.type == "segment") { + ctx.moveTo(...edge.start); + ctx.lineTo(...edge.end); + } + if (edge.type == "rect") { + ctx.moveTo(...edge.start); + ctx.lineTo(edge.start[0], edge.end[1]); + ctx.lineTo(...edge.end); + ctx.lineTo(edge.end[0], edge.start[1]); + ctx.lineTo(...edge.start); + } + if (edge.type == "arc") { + ctx.arc( + ...edge.start, + edge.radius, + deg2rad(edge.startangle), + deg2rad(edge.endangle)); + } + if (edge.type == "circle") { + ctx.arc( + ...edge.start, + edge.radius, + 0, 2 * Math.PI); + ctx.closePath(); + } + if (edge.type == "curve") { + ctx.moveTo(...edge.start); + ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end); + } + if("filled" in edge && edge.filled) + ctx.fill(); + else + ctx.stroke(); + } +} + +function getChamferedRectPath(size, radius, chamfpos, chamfratio) { + // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8 + var path = new Path2D(); + var width = size[0]; + var height = size[1]; + var x = width * -0.5; + var y = height * -0.5; + var chamfOffset = Math.min(width, height) * chamfratio; + path.moveTo(x, 0); + if (chamfpos & 4) { + path.lineTo(x, y + height - chamfOffset); + path.lineTo(x + chamfOffset, y + height); + path.lineTo(0, y + height); + } else { + path.arcTo(x, y + height, x + width, y + height, radius); + } + if (chamfpos & 8) { + path.lineTo(x + width - chamfOffset, y + height); + path.lineTo(x + width, y + height - chamfOffset); + path.lineTo(x + width, 0); + } else { + path.arcTo(x + width, y + height, x + width, y, radius); + } + if (chamfpos & 2) { + path.lineTo(x + width, y + chamfOffset); + path.lineTo(x + width - chamfOffset, y); + path.lineTo(0, y); + } else { + path.arcTo(x + width, y, x, y, radius); + } + if (chamfpos & 1) { + path.lineTo(x + chamfOffset, y); + path.lineTo(x, y + chamfOffset); + path.lineTo(x, 0); + } else { + path.arcTo(x, y, x, y + height, radius); + } + path.closePath(); + return path; +} + +function getOblongPath(size) { + return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0); +} + +function getPolygonsPath(shape) { + if (shape.path2d) { + return shape.path2d; + } + if ("svgpath" in shape) { + shape.path2d = new Path2D(shape.svgpath); + } else { + var path = new Path2D(); + for (var polygon of shape.polygons) { + path.moveTo(...polygon[0]); + for (var i = 1; i < polygon.length; i++) { + path.lineTo(...polygon[i]); + } + path.closePath(); + } + shape.path2d = path; + } + return shape.path2d; +} + +function drawPolygonShape(ctx, scalefactor, shape, color) { + ctx.save(); + if (!("svgpath" in shape)) { + ctx.translate(...shape.pos); + ctx.rotate(deg2rad(-shape.angle)); + } + if("filled" in shape && !shape.filled) { + ctx.strokeStyle = color; + ctx.lineWidth = Math.max(1 / scalefactor, shape.width); + ctx.lineCap = "round"; + ctx.lineJoin = "round"; + ctx.stroke(getPolygonsPath(shape)); + } else { + ctx.fillStyle = color; + ctx.fill(getPolygonsPath(shape)); + } + ctx.restore(); +} + +function drawDrawing(ctx, scalefactor, drawing, color) { + if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) { + drawedge(ctx, scalefactor, drawing, color); + } else if (drawing.type == "polygon") { + drawPolygonShape(ctx, scalefactor, drawing, color); + } else { + drawText(ctx, drawing, color); + } +} + +function getCirclePath(radius) { + var path = new Path2D(); + path.arc(0, 0, radius, 0, 2 * Math.PI); + path.closePath(); + return path; +} + +function getCachedPadPath(pad) { + if (!pad.path2d) { + // if path2d is not set, build one and cache it on pad object + if (pad.shape == "rect") { + pad.path2d = new Path2D(); + pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size); + } else if (pad.shape == "oval") { + pad.path2d = getOblongPath(pad.size); + } else if (pad.shape == "circle") { + pad.path2d = getCirclePath(pad.size[0] / 2); + } else if (pad.shape == "roundrect") { + pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0); + } else if (pad.shape == "chamfrect") { + pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio) + } else if (pad.shape == "custom") { + pad.path2d = getPolygonsPath(pad); + } + } + return pad.path2d; +} + +function drawPad(ctx, pad, color, outline) { + ctx.save(); + ctx.translate(...pad.pos); + ctx.rotate(-deg2rad(pad.angle)); + if (pad.offset) { + ctx.translate(...pad.offset); + } + ctx.fillStyle = color; + ctx.strokeStyle = color; + var path = getCachedPadPath(pad); + if (outline) { + ctx.stroke(path); + } else { + ctx.fill(path); + } + ctx.restore(); +} + +function drawPadHole(ctx, pad, padHoleColor) { + if (pad.type != "th") return; + ctx.save(); + ctx.translate(...pad.pos); + ctx.rotate(-deg2rad(pad.angle)); + ctx.fillStyle = padHoleColor; + if (pad.drillshape == "oblong") { + ctx.fill(getOblongPath(pad.drillsize)); + } else { + ctx.fill(getCirclePath(pad.drillsize[0] / 2)); + } + ctx.restore(); +} + +function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) { + if (highlight) { + // draw bounding box + if (footprint.layer == layer) { + ctx.save(); + ctx.globalAlpha = 0.2; + ctx.translate(...footprint.bbox.pos); + ctx.rotate(deg2rad(-footprint.bbox.angle)); + ctx.translate(...footprint.bbox.relpos); + ctx.fillStyle = colors.pad; + ctx.fillRect(0, 0, ...footprint.bbox.size); + ctx.globalAlpha = 1; + ctx.strokeStyle = colors.pad; + ctx.lineWidth = 3 / scalefactor; + ctx.strokeRect(0, 0, ...footprint.bbox.size); + ctx.restore(); + } + } + // draw drawings + for (var drawing of footprint.drawings) { + if (drawing.layer == layer) { + drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad); + } + } + ctx.lineWidth = 3 / scalefactor; + // draw pads + if (settings.renderPads) { + for (var pad of footprint.pads) { + if (pad.layers.includes(layer)) { + drawPad(ctx, pad, colors.pad, outline); + if (pad.pin1 && + (settings.highlightpin1 == "all" || + settings.highlightpin1 == "selected" && highlight)) { + drawPad(ctx, pad, colors.outline, true); + } + } + } + for (var pad of footprint.pads) { + drawPadHole(ctx, pad, colors.padHole); + } + } +} + +function drawEdgeCuts(canvas, scalefactor) { + var ctx = canvas.getContext("2d"); + var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color'); + for (var edge of pcbdata.edges) { + drawDrawing(ctx, scalefactor, edge, edgecolor); + } +} + +function drawFootprints(canvas, layer, scalefactor, highlight) { + var ctx = canvas.getContext("2d"); + ctx.lineWidth = 3 / scalefactor; + var style = getComputedStyle(topmostdiv); + + var colors = { + pad: style.getPropertyValue('--pad-color'), + padHole: style.getPropertyValue('--pad-hole-color'), + outline: style.getPropertyValue('--pin1-outline-color'), + } + + for (var i = 0; i < pcbdata.footprints.length; i++) { + var mod = pcbdata.footprints[i]; + var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i); + var h = highlightedFootprints.includes(i); + var d = markedFootprints.has(i); + if (highlight) { + if(h && d) { + colors.pad = style.getPropertyValue('--pad-color-highlight-both'); + colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both'); + } else if (h) { + colors.pad = style.getPropertyValue('--pad-color-highlight'); + colors.outline = style.getPropertyValue('--pin1-outline-color-highlight'); + } else if (d) { + colors.pad = style.getPropertyValue('--pad-color-highlight-marked'); + colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked'); + } + } + if( h || d || !highlight) { + drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline); + } + } +} + +function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) { + var ctx = canvas.getContext("2d"); + for (var d of pcbdata.drawings[layername][layer]) { + if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) { + drawedge(ctx, scalefactor, d, edgeColor); + } else if (d.type == "polygon") { + drawPolygonShape(ctx, scalefactor, d, polygonColor); + } else { + drawText(ctx, d, textColor); + } + } +} + +function drawTracks(canvas, layer, defaultColor, highlight) { + ctx = canvas.getContext("2d"); + ctx.lineCap = "round"; + + var hasHole = (track) => ( + 'drillsize' in track && + track.start[0] == track.end[0] && + track.start[1] == track.end[1]); + + // First draw tracks and tented vias + for (var track of pcbdata.tracks[layer]) { + if (highlight && highlightedNet != track.net) continue; + if (!hasHole(track)) { + ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor; + ctx.lineWidth = track.width; + ctx.beginPath(); + if ('radius' in track) { + ctx.arc( + ...track.center, + track.radius, + deg2rad(track.startangle), + deg2rad(track.endangle)); + } else { + ctx.moveTo(...track.start); + ctx.lineTo(...track.end); + } + ctx.stroke(); + } + } + // Second pass to draw untented vias + var style = getComputedStyle(topmostdiv); + var holeColor = style.getPropertyValue('--pad-hole-color') + + for (var track of pcbdata.tracks[layer]) { + if (highlight && highlightedNet != track.net) continue; + if (hasHole(track)) { + ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor; + ctx.lineWidth = track.width; + ctx.beginPath(); + ctx.moveTo(...track.start); + ctx.lineTo(...track.end); + ctx.stroke(); + ctx.strokeStyle = holeColor; + ctx.lineWidth = track.drillsize; + ctx.lineTo(...track.end); + ctx.stroke(); + } + } +} + +function drawZones(canvas, layer, defaultColor, highlight) { + ctx = canvas.getContext("2d"); + ctx.lineJoin = "round"; + for (var zone of pcbdata.zones[layer]) { + if (highlight && highlightedNet != zone.net) continue; + ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor; + ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor; + if (!zone.path2d) { + zone.path2d = getPolygonsPath(zone); + } + ctx.fill(zone.path2d, zone.fillrule || "nonzero"); + if (zone.width > 0) { + ctx.lineWidth = zone.width; + ctx.stroke(zone.path2d); + } + } +} + +function clearCanvas(canvas, color = null) { + var ctx = canvas.getContext("2d"); + ctx.save(); + ctx.setTransform(1, 0, 0, 1, 0, 0); + if (color) { + ctx.fillStyle = color; + ctx.fillRect(0, 0, canvas.width, canvas.height); + } else { + if (!window.matchMedia("print").matches) + ctx.clearRect(0, 0, canvas.width, canvas.height); + } + ctx.restore(); +} + +function drawNets(canvas, layer, highlight) { + var style = getComputedStyle(topmostdiv); + if (settings.renderZones) { + var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color'); + drawZones(canvas, layer, zoneColor, highlight); + } + if (settings.renderTracks) { + var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color'); + drawTracks(canvas, layer, trackColor, highlight); + } + if (highlight && settings.renderPads) { + var padColor = style.getPropertyValue('--pad-color-highlight'); + var padHoleColor = style.getPropertyValue('--pad-hole-color'); + var ctx = canvas.getContext("2d"); + for (var footprint of pcbdata.footprints) { + // draw pads + var padDrawn = false; + for (var pad of footprint.pads) { + if (highlightedNet != pad.net) continue; + if (pad.layers.includes(layer)) { + drawPad(ctx, pad, padColor, false); + padDrawn = true; + } + } + if (padDrawn) { + // redraw all pad holes because some pads may overlap + for (var pad of footprint.pads) { + drawPadHole(ctx, pad, padHoleColor); + } + } + } + } +} + +function drawHighlightsOnLayer(canvasdict, clear = true) { + if (clear) { + clearCanvas(canvasdict.highlight); + } + if (markedFootprints.size > 0 || highlightedFootprints.length > 0) { + drawFootprints(canvasdict.highlight, canvasdict.layer, + canvasdict.transform.s * canvasdict.transform.zoom, true); + } + if (highlightedNet !== null) { + drawNets(canvasdict.highlight, canvasdict.layer, true); + } +} + +function drawHighlights() { + drawHighlightsOnLayer(allcanvas.front); + drawHighlightsOnLayer(allcanvas.back); +} + +function drawBackground(canvasdict, clear = true) { + if (clear) { + clearCanvas(canvasdict.bg); + clearCanvas(canvasdict.fab); + clearCanvas(canvasdict.silk); + } + + drawNets(canvasdict.bg, canvasdict.layer, false); + drawFootprints(canvasdict.bg, canvasdict.layer, + canvasdict.transform.s * canvasdict.transform.zoom, false); + + drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom); + + var style = getComputedStyle(topmostdiv); + var edgeColor = style.getPropertyValue('--silkscreen-edge-color'); + var polygonColor = style.getPropertyValue('--silkscreen-polygon-color'); + var textColor = style.getPropertyValue('--silkscreen-text-color'); + if (settings.renderSilkscreen) { + drawBgLayer( + "silkscreen", canvasdict.silk, canvasdict.layer, + canvasdict.transform.s * canvasdict.transform.zoom, + edgeColor, polygonColor, textColor); + } + edgeColor = style.getPropertyValue('--fabrication-edge-color'); + polygonColor = style.getPropertyValue('--fabrication-polygon-color'); + textColor = style.getPropertyValue('--fabrication-text-color'); + if (settings.renderFabrication) { + drawBgLayer( + "fabrication", canvasdict.fab, canvasdict.layer, + canvasdict.transform.s * canvasdict.transform.zoom, + edgeColor, polygonColor, textColor); + } +} + +function prepareCanvas(canvas, flip, transform) { + var ctx = canvas.getContext("2d"); + ctx.setTransform(1, 0, 0, 1, 0, 0); + ctx.scale(transform.zoom, transform.zoom); + ctx.translate(transform.panx, transform.pany); + if (flip) { + ctx.scale(-1, 1); + } + ctx.translate(transform.x, transform.y); + ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0))); + ctx.scale(transform.s, transform.s); +} + +function prepareLayer(canvasdict) { + var flip = (canvasdict.layer === "B"); + for (var c of ["bg", "fab", "silk", "highlight"]) { + prepareCanvas(canvasdict[c], flip, canvasdict.transform); + } +} + +function rotateVector(v, angle) { + angle = deg2rad(angle); + return [ + v[0] * Math.cos(angle) - v[1] * Math.sin(angle), + v[0] * Math.sin(angle) + v[1] * Math.cos(angle) + ]; +} + +function applyRotation(bbox, flip) { + var corners = [ + [bbox.minx, bbox.miny], + [bbox.minx, bbox.maxy], + [bbox.maxx, bbox.miny], + [bbox.maxx, bbox.maxy], + ]; + corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0))); + return { + minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity), + miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity), + maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity), + maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity), + } +} + +function recalcLayerScale(layerdict, width, height) { + var flip = (layerdict.layer === "B"); + var bbox = applyRotation(pcbdata.edges_bbox, flip); + var scalefactor = 0.98 * Math.min( + width / (bbox.maxx - bbox.minx), + height / (bbox.maxy - bbox.miny) + ); + if (scalefactor < 0.1) { + scalefactor = 1; + } + layerdict.transform.s = scalefactor; + if (flip) { + layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5; + } else { + layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5; + } + layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5; + for (var c of ["bg", "fab", "silk", "highlight"]) { + canvas = layerdict[c]; + canvas.width = width; + canvas.height = height; + canvas.style.width = (width / devicePixelRatio) + "px"; + canvas.style.height = (height / devicePixelRatio) + "px"; + } +} + +function redrawCanvas(layerdict) { + prepareLayer(layerdict); + drawBackground(layerdict); + drawHighlightsOnLayer(layerdict); +} + +function resizeCanvas(layerdict) { + var canvasdivid = { + "F": "frontcanvas", + "B": "backcanvas" + } [layerdict.layer]; + var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio; + var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio; + recalcLayerScale(layerdict, width, height); + redrawCanvas(layerdict); +} + +function resizeAll() { + resizeCanvas(allcanvas.front); + resizeCanvas(allcanvas.back); +} + +function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) { + var A = x - x1; + var B = y - y1; + var C = x2 - x1; + var D = y2 - y1; + + var dot = A * C + B * D; + var len_sq = C * C + D * D; + var dx, dy; + if (len_sq == 0) { + // start and end of the segment coincide + dx = x - x1; + dy = y - y1; + } else { + var param = dot / len_sq; + var xx, yy; + if (param < 0) { + xx = x1; + yy = y1; + } else if (param > 1) { + xx = x2; + yy = y2; + } else { + xx = x1 + param * C; + yy = y1 + param * D; + } + dx = x - xx; + dy = y - yy; + } + return dx * dx + dy * dy <= d * d; +} + +function modulo(n, mod) { + return ((n % mod) + mod) % mod; +} + +function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) { + var dx = x - xc; + var dy = y - yc; + var r_sq = dx * dx + dy * dy; + var rmin = Math.max(0, radius - d); + var rmax = radius + d; + + if (r_sq < rmin * rmin || r_sq > rmax * rmax) + return false; + + var angle1 = modulo(deg2rad(startangle), 2 * Math.PI); + var dx1 = xc + radius * Math.cos(angle1) - x; + var dy1 = yc + radius * Math.sin(angle1) - y; + if (dx1 * dx1 + dy1 * dy1 <= d * d) + return true; + + var angle2 = modulo(deg2rad(endangle), 2 * Math.PI); + var dx2 = xc + radius * Math.cos(angle2) - x; + var dy2 = yc + radius * Math.sin(angle2) - y; + if (dx2 * dx2 + dy2 * dy2 <= d * d) + return true; + + var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI); + if (angle1 > angle2) + return (angle >= angle2 || angle <= angle1); + else + return (angle >= angle1 && angle <= angle2); +} + +function pointWithinPad(x, y, pad) { + var v = [x - pad.pos[0], y - pad.pos[1]]; + v = rotateVector(v, pad.angle); + if (pad.offset) { + v[0] -= pad.offset[0]; + v[1] -= pad.offset[1]; + } + return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v); +} + +function netHitScan(layer, x, y) { + // Check track segments + if (settings.renderTracks && pcbdata.tracks) { + for (var track of pcbdata.tracks[layer]) { + if ('radius' in track) { + if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) { + return track.net; + } + } else { + if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) { + return track.net; + } + } + } + } + // Check pads + if (settings.renderPads) { + for (var footprint of pcbdata.footprints) { + for (var pad of footprint.pads) { + if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) { + return pad.net; + } + } + } + } + return null; +} + +function pointWithinFootprintBbox(x, y, bbox) { + var v = [x - bbox.pos[0], y - bbox.pos[1]]; + v = rotateVector(v, bbox.angle); + return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] && + bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1]; +} + +function bboxHitScan(layer, x, y) { + var result = []; + for (var i = 0; i < pcbdata.footprints.length; i++) { + var footprint = pcbdata.footprints[i]; + if (footprint.layer == layer) { + if (pointWithinFootprintBbox(x, y, footprint.bbox)) { + result.push(i); + } + } + } + return result; +} + +function handlePointerDown(e, layerdict) { + if (e.button != 0 && e.button != 1) { + return; + } + e.preventDefault(); + e.stopPropagation(); + + if (!e.hasOwnProperty("offsetX")) { + // The polyfill doesn't set this properly + e.offsetX = e.pageX - e.currentTarget.offsetLeft; + e.offsetY = e.pageY - e.currentTarget.offsetTop; + } + + layerdict.pointerStates[e.pointerId] = { + distanceTravelled: 0, + lastX: e.offsetX, + lastY: e.offsetY, + downTime: Date.now(), + }; +} + +function handleMouseClick(e, layerdict) { + if (!e.hasOwnProperty("offsetX")) { + // The polyfill doesn't set this properly + e.offsetX = e.pageX - e.currentTarget.offsetLeft; + e.offsetY = e.pageY - e.currentTarget.offsetTop; + } + + var x = e.offsetX; + var y = e.offsetY; + var t = layerdict.transform; + var flip = layerdict.layer === "B"; + if (flip) { + x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s; + } else { + x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s; + } + y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s; + var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)); + if ("nets" in pcbdata) { + var net = netHitScan(layerdict.layer, ...v); + if (net !== highlightedNet) { + netClicked(net); + } + } + if (highlightedNet === null) { + var footprints = bboxHitScan(layerdict.layer, ...v); + if (footprints.length > 0) { + footprintsClicked(footprints); + } + } +} + +function handlePointerLeave(e, layerdict) { + e.preventDefault(); + e.stopPropagation(); + + if (!settings.redrawOnDrag) { + redrawCanvas(layerdict); + } + + delete layerdict.pointerStates[e.pointerId]; +} + +function resetTransform(layerdict) { + layerdict.transform.panx = 0; + layerdict.transform.pany = 0; + layerdict.transform.zoom = 1; + redrawCanvas(layerdict); +} + +function handlePointerUp(e, layerdict) { + if (!e.hasOwnProperty("offsetX")) { + // The polyfill doesn't set this properly + e.offsetX = e.pageX - e.currentTarget.offsetLeft; + e.offsetY = e.pageY - e.currentTarget.offsetTop; + } + + e.preventDefault(); + e.stopPropagation(); + + if (e.button == 2) { + // Reset pan and zoom on right click. + resetTransform(layerdict); + layerdict.anotherPointerTapped = false; + return; + } + + // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now + var ptr = layerdict.pointerStates[e.pointerId]; + ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY); + + if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) { + if (Object.keys(layerdict.pointerStates).length == 1) { + if (layerdict.anotherPointerTapped) { + // This is the second pointer coming off of a two-finger tap + resetTransform(layerdict); + } else { + // This is just a regular tap + handleMouseClick(e, layerdict); + } + layerdict.anotherPointerTapped = false; + } else { + // This is the first finger coming off of what could become a two-finger tap + layerdict.anotherPointerTapped = true; + } + } else { + if (!settings.redrawOnDrag) { + redrawCanvas(layerdict); + } + layerdict.anotherPointerTapped = false; + } + + delete layerdict.pointerStates[e.pointerId]; +} + +function handlePointerMove(e, layerdict) { + if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) { + return; + } + e.preventDefault(); + e.stopPropagation(); + + if (!e.hasOwnProperty("offsetX")) { + // The polyfill doesn't set this properly + e.offsetX = e.pageX - e.currentTarget.offsetLeft; + e.offsetY = e.pageY - e.currentTarget.offsetTop; + } + + var thisPtr = layerdict.pointerStates[e.pointerId]; + + var dx = e.offsetX - thisPtr.lastX; + var dy = e.offsetY - thisPtr.lastY; + + // If this number is low on pointer up, we count the action as a click + thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy); + + if (Object.keys(layerdict.pointerStates).length == 1) { + // This is a simple drag + layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom; + layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom; + } else if (Object.keys(layerdict.pointerStates).length == 2) { + var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0]; + + var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2)); + var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2)); + + var scaleFactor = newDist / oldDist; + + if (scaleFactor != NaN) { + layerdict.transform.zoom *= scaleFactor; + + var zoomd = (1 - scaleFactor) / layerdict.transform.zoom; + layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd; + layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd; + } + } + + thisPtr.lastX = e.offsetX; + thisPtr.lastY = e.offsetY; + + if (settings.redrawOnDrag) { + redrawCanvas(layerdict); + } +} + +function handleMouseWheel(e, layerdict) { + e.preventDefault(); + e.stopPropagation(); + var t = layerdict.transform; + var wheeldelta = e.deltaY; + if (e.deltaMode == 1) { + // FF only, scroll by lines + wheeldelta *= 30; + } else if (e.deltaMode == 2) { + wheeldelta *= 300; + } + var m = Math.pow(1.1, -wheeldelta / 40); + // Limit amount of zoom per tick. + if (m > 2) { + m = 2; + } else if (m < 0.5) { + m = 0.5; + } + t.zoom *= m; + var zoomd = (1 - m) / t.zoom; + t.panx += devicePixelRatio * e.offsetX * zoomd; + t.pany += devicePixelRatio * e.offsetY * zoomd; + redrawCanvas(layerdict); +} + +function addMouseHandlers(div, layerdict) { + div.addEventListener("pointerdown", function(e) { + handlePointerDown(e, layerdict); + }); + div.addEventListener("pointermove", function(e) { + handlePointerMove(e, layerdict); + }); + div.addEventListener("pointerup", function(e) { + handlePointerUp(e, layerdict); + }); + var pointerleave = function(e) { + handlePointerLeave(e, layerdict); + } + div.addEventListener("pointercancel", pointerleave); + div.addEventListener("pointerleave", pointerleave); + div.addEventListener("pointerout", pointerleave); + + div.onwheel = function(e) { + handleMouseWheel(e, layerdict); + } + for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) { + element.addEventListener("contextmenu", function(e) { + e.preventDefault(); + }, false); + } +} + +function setRedrawOnDrag(value) { + settings.redrawOnDrag = value; + writeStorage("redrawOnDrag", value); +} + +function setBoardRotation(value) { + settings.boardRotation = value * 5; + writeStorage("boardRotation", settings.boardRotation); + document.getElementById("rotationDegree").textContent = settings.boardRotation; + resizeAll(); +} + +function setOffsetBackRotation(value) { + settings.offsetBackRotation = value; + writeStorage("offsetBackRotation", value); + resizeAll(); +} + +function initRender() { + allcanvas = { + front: { + transform: { + x: 0, + y: 0, + s: 1, + panx: 0, + pany: 0, + zoom: 1, + }, + pointerStates: {}, + anotherPointerTapped: false, + bg: document.getElementById("F_bg"), + fab: document.getElementById("F_fab"), + silk: document.getElementById("F_slk"), + highlight: document.getElementById("F_hl"), + layer: "F", + }, + back: { + transform: { + x: 0, + y: 0, + s: 1, + panx: 0, + pany: 0, + zoom: 1, + }, + pointerStates: {}, + anotherPointerTapped: false, + bg: document.getElementById("B_bg"), + fab: document.getElementById("B_fab"), + silk: document.getElementById("B_slk"), + highlight: document.getElementById("B_hl"), + layer: "B", + } + }; + addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front); + addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back); +} + +/////////////////////////////////////////////// + +/////////////////////////////////////////////// +/* + * Table reordering via Drag'n'Drop + * Inspired by: https://htmldom.dev/drag-and-drop-table-column + */ + +function setBomHandlers() { + + const bom = document.getElementById('bomtable'); + + let dragName; + let placeHolderElements; + let draggingElement; + let forcePopulation; + let xOffset; + let yOffset; + let wasDragged; + + const mouseUpHandler = function(e) { + // Delete dragging element + draggingElement.remove(); + + // Make BOM selectable again + bom.style.removeProperty("userSelect"); + + // Remove listeners + document.removeEventListener('mousemove', mouseMoveHandler); + document.removeEventListener('mouseup', mouseUpHandler); + + if (wasDragged) { + // Redraw whole BOM + populateBomTable(); + } + } + + const mouseMoveHandler = function(e) { + // Notice the dragging + wasDragged = true; + + // Make the dragged element visible + draggingElement.style.removeProperty("display"); + + // Set elements position to mouse position + draggingElement.style.left = `${e.screenX - xOffset}px`; + draggingElement.style.top = `${e.screenY - yOffset}px`; + + // Forced redrawing of BOM table + if (forcePopulation) { + forcePopulation = false; + // Copy array + phe = Array.from(placeHolderElements); + // populate BOM table again + populateBomHeader(dragName, phe); + populateBomBody(dragName, phe); + } + + // Set up array of hidden columns + var hiddenColumns = Array.from(settings.hiddenColumns); + // In the ungrouped mode, quantity don't exist + if (settings.bommode === "ungrouped") + hiddenColumns.push("Quantity"); + // If no checkbox fields can be found, we consider them hidden + if (settings.checkboxes.length == 0) + hiddenColumns.push("checkboxes"); + + // Get table headers and group them into checkboxes, extrafields and normal headers + const bh = document.getElementById("bomhead"); + headers = Array.from(bh.querySelectorAll("th")) + headers.shift() // numCol is not part of the columnOrder + headerGroups = [] + lastCompoundClass = null; + for (i = 0; i < settings.columnOrder.length; i++) { + cElem = settings.columnOrder[i]; + if (hiddenColumns.includes(cElem)) { + // Hidden columns appear as a dummy element + headerGroups.push([]); + continue; + } + elem = headers.filter(e => getColumnOrderName(e) === cElem)[0]; + if (elem.classList.contains("bom-checkbox")) { + if (lastCompoundClass === "bom-checkbox") { + cbGroup = headerGroups.pop(); + cbGroup.push(elem); + headerGroups.push(cbGroup); + } else { + lastCompoundClass = "bom-checkbox"; + headerGroups.push([elem]) + } + } else { + headerGroups.push([elem]) + } + } + + // Copy settings.columnOrder + var columns = Array.from(settings.columnOrder) + + // Set up array with indices of hidden columns + var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e)); + var dragIndex = columns.indexOf(dragName); + var swapIndex = dragIndex; + var swapDone = false; + + // Check if the current dragged element is swapable with the left or right element + if (dragIndex > 0) { + // Get left headers boundingbox + swapIndex = dragIndex - 1; + while (hiddenIndices.includes(swapIndex) && swapIndex > 0) + swapIndex--; + if (!hiddenIndices.includes(swapIndex)) { + box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]); + if (e.clientX < box.left + window.scrollX + (box.width / 2)) { + swapElement = columns[dragIndex]; + columns.splice(dragIndex, 1); + columns.splice(swapIndex, 0, swapElement); + forcePopulation = true; + swapDone = true; + } + } + } + if ((!swapDone) && dragIndex < headerGroups.length - 1) { + // Get right headers boundingbox + swapIndex = dragIndex + 1; + while (hiddenIndices.includes(swapIndex)) + swapIndex++; + if (swapIndex < headerGroups.length) { + box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]); + if (e.clientX > box.left + window.scrollX + (box.width / 2)) { + swapElement = columns[dragIndex]; + columns.splice(dragIndex, 1); + columns.splice(swapIndex, 0, swapElement); + forcePopulation = true; + swapDone = true; + } + } + } + + // Write back change to storage + if (swapDone) { + settings.columnOrder = columns + writeStorage("columnOrder", JSON.stringify(columns)); + } + + } + + const mouseDownHandler = function(e) { + var target = e.target; + if (target.tagName.toLowerCase() != "td") + target = target.parentElement; + + // Used to check if a dragging has ever happened + wasDragged = false; + + // Create new element which will be displayed as the dragged column + draggingElement = document.createElement("div") + draggingElement.classList.add("dragging"); + draggingElement.style.display = "none"; + draggingElement.style.position = "absolute"; + draggingElement.style.overflow = "hidden"; + + // Get bomhead and bombody elements + const bh = document.getElementById("bomhead"); + const bb = document.getElementById("bombody"); + + // Get all compound headers for the current column + var compoundHeaders; + if (target.classList.contains("bom-checkbox")) { + compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox")); + } else { + compoundHeaders = [target]; + } + + // Create new table which will display the column + var newTable = document.createElement("table"); + newTable.classList.add("bom"); + newTable.style.background = "white"; + draggingElement.append(newTable); + + // Create new header element + var newHeader = document.createElement("thead"); + newTable.append(newHeader); + + // Set up array for storing all placeholder elements + placeHolderElements = []; + + // Add all compound headers to the new thead element and placeholders + compoundHeaders.forEach(function(h) { + clone = cloneElementWithDimensions(h); + newHeader.append(clone); + placeHolderElements.push(clone); + }); + + // Create new body element + var newBody = document.createElement("tbody"); + newTable.append(newBody); + + // Get indices for compound headers + var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e)); + + // For each row in the BOM body... + var rows = bb.querySelectorAll("tr"); + rows.forEach(function(row) { + // ..get the cells for the compound column + const tds = row.querySelectorAll("td"); + var copytds = idxs.map(i => tds[i]); + // Add them to the new element and the placeholders + var newRow = document.createElement("tr"); + copytds.forEach(function(td) { + clone = cloneElementWithDimensions(td); + newRow.append(clone); + placeHolderElements.push(clone); + }); + newBody.append(newRow); + }); + + // Compute width for compound header + var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0); + draggingElement.style.width = `${width}px`; + + // Insert the new dragging element and disable selection on BOM + bom.insertBefore(draggingElement, null); + bom.style.userSelect = "none"; + + // Determine the mouse position offset + xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft); + yOffset = e.screenY - compoundHeaders[0].offsetTop; + + // Get name for the column in settings.columnOrder + dragName = getColumnOrderName(target); + + // Change text and class for placeholder elements + placeHolderElements = placeHolderElements.map(function(e) { + newElem = cloneElementWithDimensions(e); + newElem.textContent = ""; + newElem.classList.add("placeholder"); + return newElem; + }); + + // On next mouse move, the whole BOM needs to be redrawn to show the placeholders + forcePopulation = true; + + // Add listeners for move and up on mouse + document.addEventListener('mousemove', mouseMoveHandler); + document.addEventListener('mouseup', mouseUpHandler); + } + + // In netlist mode, there is nothing to reorder + if (settings.bommode === "netlist") + return; + + // Add mouseDownHandler to every column except the numCol + bom.querySelectorAll("th") + .forEach(function(head) { + if (!head.classList.contains("numCol")) { + head.onmousedown = mouseDownHandler; + } + }); + +} + +function getBoundingClientRectFromMultiple(elements) { + var elems = Array.from(elements); + + if (elems.length == 0) + return null; + + var box = elems.shift() + .getBoundingClientRect(); + + elems.forEach(function(elem) { + var elembox = elem.getBoundingClientRect(); + box.left = Math.min(elembox.left, box.left); + box.top = Math.min(elembox.top, box.top); + box.width += elembox.width; + box.height = Math.max(elembox.height, box.height); + }); + + return box; +} + +function cloneElementWithDimensions(elem) { + var newElem = elem.cloneNode(true); + newElem.style.height = window.getComputedStyle(elem).height; + newElem.style.width = window.getComputedStyle(elem).width; + return newElem; +} + +function getBomTableHeaderIndex(elem) { + const bh = document.getElementById('bomhead'); + const ths = Array.from(bh.querySelectorAll("th")); + return ths.indexOf(elem); +} + +function getColumnOrderName(elem) { + var cname = elem.getAttribute("col_name"); + if (cname === "bom-checkbox") + return "checkboxes"; + else + return cname; +} + +function resizableGrid(tablehead) { + var cols = tablehead.firstElementChild.children; + var rowWidth = tablehead.offsetWidth; + + for (var i = 1; i < cols.length; i++) { + if (cols[i].classList.contains("bom-checkbox")) + continue; + cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%'; + } + + for (var i = 1; i < cols.length - 1; i++) { + var div = document.createElement('div'); + div.className = "column-width-handle"; + cols[i].appendChild(div); + setListeners(div); + } + + function setListeners(div) { + var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth; + + div.addEventListener('mousedown', function(e) { + e.preventDefault(); + e.stopPropagation(); + + curCol = e.target.parentElement; + nxtCol = curCol.nextElementSibling; + startX = e.pageX; + + var padding = paddingDiff(curCol); + + rowWidth = curCol.parentElement.offsetWidth; + curColWidth = curCol.clientWidth - padding; + nxtColWidth = nxtCol.clientWidth - padding; + }); + + document.addEventListener('mousemove', function(e) { + if (startX) { + var diffX = e.pageX - startX; + diffX = -Math.min(-diffX, curColWidth - 20); + diffX = Math.min(diffX, nxtColWidth - 20); + + curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%'; + nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%'; + console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`); + } + }); + + document.addEventListener('mouseup', function(e) { + curCol = undefined; + nxtCol = undefined; + startX = undefined; + nxtColWidth = undefined; + curColWidth = undefined + }); + } + + function paddingDiff(col) { + + if (getStyleVal(col, 'box-sizing') == 'border-box') { + return 0; + } + + var padLeft = getStyleVal(col, 'padding-left'); + var padRight = getStyleVal(col, 'padding-right'); + return (parseInt(padLeft) + parseInt(padRight)); + + } + + function getStyleVal(elm, css) { + return (window.getComputedStyle(elm, null).getPropertyValue(css)) + } +} + +/////////////////////////////////////////////// + +/////////////////////////////////////////////// +/* DOM manipulation and misc code */ + +var bomsplit; +var canvassplit; +var initDone = false; +var bomSortFunction = null; +var currentSortColumn = null; +var currentSortOrder = null; +var currentHighlightedRowId; +var highlightHandlers = []; +var footprintIndexToHandler = {}; +var netsToHandler = {}; +var markedFootprints = new Set(); +var highlightedFootprints = []; +var highlightedNet = null; +var lastClicked; + +function dbg(html) { + dbgdiv.innerHTML = html; +} + +function redrawIfInitDone() { + if (initDone) { + redrawCanvas(allcanvas.front); + redrawCanvas(allcanvas.back); + } +} + +function padsVisible(value) { + writeStorage("padsVisible", value); + settings.renderPads = value; + redrawIfInitDone(); +} + +function referencesVisible(value) { + writeStorage("referencesVisible", value); + settings.renderReferences = value; + redrawIfInitDone(); +} + +function valuesVisible(value) { + writeStorage("valuesVisible", value); + settings.renderValues = value; + redrawIfInitDone(); +} + +function tracksVisible(value) { + writeStorage("tracksVisible", value); + settings.renderTracks = value; + redrawIfInitDone(); +} + +function zonesVisible(value) { + writeStorage("zonesVisible", value); + settings.renderZones = value; + redrawIfInitDone(); +} + +function dnpOutline(value) { + writeStorage("dnpOutline", value); + settings.renderDnpOutline = value; + redrawIfInitDone(); +} + +function setDarkMode(value) { + if (value) { + topmostdiv.classList.add("dark"); + } else { + topmostdiv.classList.remove("dark"); + } + writeStorage("darkmode", value); + settings.darkMode = value; + redrawIfInitDone(); + if (initDone) { + populateBomTable(); + } +} + +function setShowBOMColumn(field, value) { + if (field === "references") { + var rl = document.getElementById("reflookup"); + rl.disabled = !value; + if (!value) { + rl.value = ""; + updateRefLookup(""); + } + } + + var n = settings.hiddenColumns.indexOf(field); + if (value) { + if (n != -1) { + settings.hiddenColumns.splice(n, 1); + } + } else { + if (n == -1) { + settings.hiddenColumns.push(field); + } + } + + writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns)); + + if (initDone) { + populateBomTable(); + } + + redrawIfInitDone(); +} + + +function setFullscreen(value) { + if (value) { + document.documentElement.requestFullscreen(); + } else { + document.exitFullscreen(); + } +} + +function fabricationVisible(value) { + writeStorage("fabricationVisible", value); + settings.renderFabrication = value; + redrawIfInitDone(); +} + +function silkscreenVisible(value) { + writeStorage("silkscreenVisible", value); + settings.renderSilkscreen = value; + redrawIfInitDone(); +} + +function setHighlightPin1(value) { + writeStorage("highlightpin1", value); + settings.highlightpin1 = value; + redrawIfInitDone(); +} + +function getStoredCheckboxRefs(checkbox) { + function convert(ref) { + var intref = parseInt(ref); + if (isNaN(intref)) { + for (var i = 0; i < pcbdata.footprints.length; i++) { + if (pcbdata.footprints[i].ref == ref) { + return i; + } + } + return -1; + } else { + return intref; + } + } + if (!(checkbox in settings.checkboxStoredRefs)) { + var val = readStorage("checkbox_" + checkbox); + settings.checkboxStoredRefs[checkbox] = val ? val : ""; + } + if (!settings.checkboxStoredRefs[checkbox]) { + return new Set(); + } else { + return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0)); + } +} + +function getCheckboxState(checkbox, references) { + var storedRefsSet = getStoredCheckboxRefs(checkbox); + var currentRefsSet = new Set(references.map(r => r[1])); + // Get difference of current - stored + var difference = new Set(currentRefsSet); + for (ref of storedRefsSet) { + difference.delete(ref); + } + if (difference.size == 0) { + // All the current refs are stored + return "checked"; + } else if (difference.size == currentRefsSet.size) { + // None of the current refs are stored + return "unchecked"; + } else { + // Some of the refs are stored + return "indeterminate"; + } +} + +function setBomCheckboxState(checkbox, element, references) { + var state = getCheckboxState(checkbox, references); + element.checked = (state == "checked"); + element.indeterminate = (state == "indeterminate"); +} + +function createCheckboxChangeHandler(checkbox, references, row) { + return function () { + refsSet = getStoredCheckboxRefs(checkbox); + var markWhenChecked = settings.markWhenChecked == checkbox; + eventArgs = { + checkbox: checkbox, + refs: references, + } + if (this.checked) { + // checkbox ticked + for (var ref of references) { + refsSet.add(ref[1]); + } + if (markWhenChecked) { + row.classList.add("checked"); + for (var ref of references) { + markedFootprints.add(ref[1]); + } + drawHighlights(); + } + eventArgs.state = 'checked'; + } else { + // checkbox unticked + for (var ref of references) { + refsSet.delete(ref[1]); + } + if (markWhenChecked) { + row.classList.remove("checked"); + for (var ref of references) { + markedFootprints.delete(ref[1]); + } + drawHighlights(); + } + eventArgs.state = 'unchecked'; + } + settings.checkboxStoredRefs[checkbox] = [...refsSet].join(","); + writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]); + updateCheckboxStats(checkbox); + EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs); + } +} + +function clearHighlightedFootprints() { + if (currentHighlightedRowId) { + document.getElementById(currentHighlightedRowId).classList.remove("highlighted"); + currentHighlightedRowId = null; + highlightedFootprints = []; + highlightedNet = null; + } +} + +function createRowHighlightHandler(rowid, refs, net) { + return function () { + if (currentHighlightedRowId) { + if (currentHighlightedRowId == rowid) { + return; + } + document.getElementById(currentHighlightedRowId).classList.remove("highlighted"); + } + document.getElementById(rowid).classList.add("highlighted"); + currentHighlightedRowId = rowid; + highlightedFootprints = refs ? refs.map(r => r[1]) : []; + highlightedNet = net; + drawHighlights(); + EventHandler.emitEvent( + IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, { + rowid: rowid, + refs: refs, + net: net + }); + } +} + +function updateNetColors() { + writeStorage("netColors", JSON.stringify(settings.netColors)); + redrawIfInitDone(); +} + +function netColorChangeHandler(net) { + return (event) => { + settings.netColors[net] = event.target.value; + updateNetColors(); + } +} + +function netColorRightClick(net) { + return (event) => { + if(event.button == 2) { + event.preventDefault(); + event.stopPropagation(); + + var style = getComputedStyle(topmostdiv); + var defaultNetColor = style.getPropertyValue('--track-color').trim(); + event.target.value = defaultNetColor; + delete settings.netColors[net]; + updateNetColors(); + } + } +} + +function entryMatches(entry) { + if (settings.bommode == "netlist") { + // entry is just a net name + return entry.toLowerCase().indexOf(filter) >= 0; + } + // check refs + if (!settings.hiddenColumns.includes("references")) { + for (var ref of entry) { + if (ref[0].toLowerCase().indexOf(filter) >= 0) { + return true; + } + } + } + // check fields + for (var i in config.fields) { + var f = config.fields[i]; + if (!settings.hiddenColumns.includes(f)) { + for (var ref of entry) { + if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) { + return true; + } + } + } + } + return false; +} + +function findRefInEntry(entry) { + return entry.filter(r => r[0].toLowerCase() == reflookup); +} + +function highlightFilter(s) { + if (!filter) { + return s; + } + var parts = s.toLowerCase().split(filter); + if (parts.length == 1) { + return s; + } + var r = ""; + var pos = 0; + for (var i in parts) { + if (i > 0) { + r += '<mark class="highlight">' + + s.substring(pos, pos + filter.length) + + '</mark>'; + pos += filter.length; + } + r += s.substring(pos, pos + parts[i].length); + pos += parts[i].length; + } + return r; +} + +function checkboxSetUnsetAllHandler(checkboxname) { + return function () { + var checkboxnum = 0; + while (checkboxnum < settings.checkboxes.length && + settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) { + checkboxnum++; + } + if (checkboxnum >= settings.checkboxes.length) { + return; + } + var allset = true; + var checkbox; + var row; + for (row of bombody.childNodes) { + checkbox = row.childNodes[checkboxnum + 1].childNodes[0]; + if (!checkbox.checked || checkbox.indeterminate) { + allset = false; + break; + } + } + for (row of bombody.childNodes) { + checkbox = row.childNodes[checkboxnum + 1].childNodes[0]; + checkbox.checked = !allset; + checkbox.indeterminate = false; + checkbox.onchange(); + } + } +} + +function createColumnHeader(name, cls, comparator, is_checkbox = false) { + var th = document.createElement("TH"); + th.innerHTML = name; + th.classList.add(cls); + if (is_checkbox) + th.setAttribute("col_name", "bom-checkbox"); + else + th.setAttribute("col_name", name); + var span = document.createElement("SPAN"); + span.classList.add("sortmark"); + span.classList.add("none"); + th.appendChild(span); + var spacer = document.createElement("div"); + spacer.className = "column-spacer"; + th.appendChild(spacer); + spacer.onclick = function () { + if (currentSortColumn && th !== currentSortColumn) { + // Currently sorted by another column + currentSortColumn.childNodes[1].classList.remove(currentSortOrder); + currentSortColumn.childNodes[1].classList.add("none"); + currentSortColumn = null; + currentSortOrder = null; + } + if (currentSortColumn && th === currentSortColumn) { + // Already sorted by this column + if (currentSortOrder == "asc") { + // Sort by this column, descending order + bomSortFunction = function (a, b) { + return -comparator(a, b); + } + currentSortColumn.childNodes[1].classList.remove("asc"); + currentSortColumn.childNodes[1].classList.add("desc"); + currentSortOrder = "desc"; + } else { + // Unsort + bomSortFunction = null; + currentSortColumn.childNodes[1].classList.remove("desc"); + currentSortColumn.childNodes[1].classList.add("none"); + currentSortColumn = null; + currentSortOrder = null; + } + } else { + // Sort by this column, ascending order + bomSortFunction = comparator; + currentSortColumn = th; + currentSortColumn.childNodes[1].classList.remove("none"); + currentSortColumn.childNodes[1].classList.add("asc"); + currentSortOrder = "asc"; + } + populateBomBody(); + } + if (is_checkbox) { + spacer.onclick = fancyDblClickHandler( + spacer, spacer.onclick, checkboxSetUnsetAllHandler(name)); + } + return th; +} + +function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) { + while (bomhead.firstChild) { + bomhead.removeChild(bomhead.firstChild); + } + var tr = document.createElement("TR"); + var th = document.createElement("TH"); + th.classList.add("numCol"); + + var vismenu = document.createElement("div"); + vismenu.id = "vismenu"; + vismenu.classList.add("menu"); + + var visbutton = document.createElement("div"); + visbutton.classList.add("visbtn"); + visbutton.classList.add("hideonprint"); + + var viscontent = document.createElement("div"); + viscontent.classList.add("menu-content"); + viscontent.id = "vismenu-content"; + + settings.columnOrder.forEach(column => { + if (typeof column !== "string") + return; + + // Skip empty columns + if (column === "checkboxes" && settings.checkboxes.length == 0) + return; + else if (column === "Quantity" && settings.bommode == "ungrouped") + return; + + var label = document.createElement("label"); + label.classList.add("menu-label"); + + var input = document.createElement("input"); + input.classList.add("visibility_checkbox"); + input.type = "checkbox"; + input.onchange = function (e) { + setShowBOMColumn(column, e.target.checked) + }; + input.checked = !(settings.hiddenColumns.includes(column)); + + label.appendChild(input); + if (column.length > 0) + label.append(column[0].toUpperCase() + column.slice(1)); + + viscontent.appendChild(label); + }); + + viscontent.childNodes[0].classList.add("menu-label-top"); + + vismenu.appendChild(visbutton); + if (settings.bommode != "netlist") { + vismenu.appendChild(viscontent); + th.appendChild(vismenu); + } + tr.appendChild(th); + + var checkboxCompareClosure = function (checkbox) { + return (a, b) => { + var stateA = getCheckboxState(checkbox, a); + var stateB = getCheckboxState(checkbox, b); + if (stateA > stateB) return -1; + if (stateA < stateB) return 1; + return 0; + } + } + var stringFieldCompareClosure = function (fieldIndex) { + return (a, b) => { + var fa = pcbdata.bom.fields[a[0][1]][fieldIndex]; + var fb = pcbdata.bom.fields[b[0][1]][fieldIndex]; + if (fa != fb) return fa > fb ? 1 : -1; + else return 0; + } + } + var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/; + var compareRefs = (a, b) => { + var ra = referenceRegex.exec(a); + var rb = referenceRegex.exec(b); + if (ra === null || rb === null) { + if (a != b) return a > b ? 1 : -1; + return 0; + } else { + if (ra.groups.prefix != rb.groups.prefix) { + return ra.groups.prefix > rb.groups.prefix ? 1 : -1; + } + if (ra.groups.number != rb.groups.number) { + return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1; + } + return 0; + } + } + if (settings.bommode == "netlist") { + tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => { + if (a > b) return -1; + if (a < b) return 1; + return 0; + })); + tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => { + return 0; + })); + } else { + // Filter hidden columns + var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e)); + var valueIndex = config.fields.indexOf("Value"); + var footprintIndex = config.fields.indexOf("Footprint"); + columns.forEach((column) => { + if (column === placeHolderColumn) { + var n = 1; + if (column === "checkboxes") + n = settings.checkboxes.length; + for (i = 0; i < n; i++) { + td = placeHolderElements.shift(); + tr.appendChild(td); + } + return; + } else if (column === "checkboxes") { + for (var checkbox of settings.checkboxes) { + th = createColumnHeader( + checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true); + tr.appendChild(th); + } + } else if (column === "References") { + tr.appendChild(createColumnHeader("References", "references", (a, b) => { + var i = 0; + while (i < a.length && i < b.length) { + if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]); + i++; + } + return a.length - b.length; + })); + } else if (column === "Value") { + tr.appendChild(createColumnHeader("Value", "value", (a, b) => { + var ra = a[0][1], rb = b[0][1]; + return valueCompare( + pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb], + pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]); + })); + return; + } else if (column === "Footprint") { + tr.appendChild(createColumnHeader( + "Footprint", "footprint", stringFieldCompareClosure(footprintIndex))); + } else if (column === "Quantity" && settings.bommode == "grouped") { + tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => { + return a.length - b.length; + })); + } else { + // Other fields + var i = config.fields.indexOf(column); + if (i < 0) + return; + tr.appendChild(createColumnHeader( + column, `field${i + 1}`, stringFieldCompareClosure(i))); + } + }); + } + bomhead.appendChild(tr); +} + +function populateBomBody(placeholderColumn = null, placeHolderElements = null) { + const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/; + while (bom.firstChild) { + bom.removeChild(bom.firstChild); + } + highlightHandlers = []; + footprintIndexToHandler = {}; + netsToHandler = {}; + currentHighlightedRowId = null; + var first = true; + var style = getComputedStyle(topmostdiv); + var defaultNetColor = style.getPropertyValue('--track-color').trim(); + if (settings.bommode == "netlist") { + bomtable = pcbdata.nets.slice(); + } else { + switch (settings.canvaslayout) { + case 'F': + bomtable = pcbdata.bom.F.slice(); + break; + case 'FB': + bomtable = pcbdata.bom.both.slice(); + break; + case 'B': + bomtable = pcbdata.bom.B.slice(); + break; + } + if (settings.bommode == "ungrouped") { + // expand bom table + expandedTable = [] + for (var bomentry of bomtable) { + for (var ref of bomentry) { + expandedTable.push([ref]); + } + } + bomtable = expandedTable; + } + } + if (bomSortFunction) { + bomtable = bomtable.sort(bomSortFunction); + } + for (var i in bomtable) { + var bomentry = bomtable[i]; + if (filter && !entryMatches(bomentry)) { + continue; + } + var references = null; + var netname = null; + var tr = document.createElement("TR"); + var td = document.createElement("TD"); + var rownum = +i + 1; + tr.id = "bomrow" + rownum; + td.textContent = rownum; + tr.appendChild(td); + if (settings.bommode == "netlist") { + netname = bomentry; + td = document.createElement("TD"); + td.innerHTML = highlightFilter(netname ? netname : "<no net>"); + tr.appendChild(td); + var color = settings.netColors[netname] || defaultNetColor; + td = document.createElement("TD"); + var colorBox = document.createElement("INPUT"); + colorBox.type = "color"; + colorBox.value = color; + colorBox.onchange = netColorChangeHandler(netname); + colorBox.onmouseup = netColorRightClick(netname); + colorBox.oncontextmenu = (e) => e.preventDefault(); + td.appendChild(colorBox); + td.classList.add("color-column"); + tr.appendChild(td); + } else { + if (reflookup) { + references = findRefInEntry(bomentry); + if (references.length == 0) { + continue; + } + } else { + references = bomentry; + } + // Filter hidden columns + var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e)); + columns.forEach((column) => { + if (column === placeholderColumn) { + var n = 1; + if (column === "checkboxes") + n = settings.checkboxes.length; + for (i = 0; i < n; i++) { + td = placeHolderElements.shift(); + tr.appendChild(td); + } + return; + } else if (column === "checkboxes") { + for (var checkbox of settings.checkboxes) { + if (checkbox) { + td = document.createElement("TD"); + var input = document.createElement("input"); + input.type = "checkbox"; + input.onchange = createCheckboxChangeHandler(checkbox, references, tr); + setBomCheckboxState(checkbox, input, references); + if (input.checked && settings.markWhenChecked == checkbox) { + tr.classList.add("checked"); + } + td.appendChild(input); + tr.appendChild(td); + } + } + } else if (column === "References") { + td = document.createElement("TD"); + td.innerHTML = highlightFilter(references.map(r => r[0]).join(", ")); + tr.appendChild(td); + } else if (column === "Quantity" && settings.bommode == "grouped") { + // Quantity + td = document.createElement("TD"); + td.textContent = references.length; + tr.appendChild(td); + } else { + // All the other fields + var field_index = config.fields.indexOf(column) + if (field_index < 0) + return; + var valueSet = new Set(); + references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index])); + td = document.createElement("TD"); + var output = new Array(); + for (let item of valueSet) { + const visible = highlightFilter(String(item)); + if (typeof item === 'string' && item.match(urlRegex)) { + output.push(`<a href="${item}" target="_blank">${visible}</a>`); + } else { + output.push(visible); + } + } + td.innerHTML = output.join(", "); + tr.appendChild(td); + } + }); + } + bom.appendChild(tr); + var handler = createRowHighlightHandler(tr.id, references, netname); + tr.onmousemove = handler; + highlightHandlers.push({ + id: tr.id, + handler: handler, + }); + if (references !== null) { + for (var refIndex of references.map(r => r[1])) { + footprintIndexToHandler[refIndex] = handler; + } + } + if (netname !== null) { + netsToHandler[netname] = handler; + } + if ((filter || reflookup) && first) { + handler(); + first = false; + } + } + EventHandler.emitEvent( + IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, { + filter: filter, + reflookup: reflookup, + checkboxes: settings.checkboxes, + bommode: settings.bommode, + }); +} + +function highlightPreviousRow() { + if (!currentHighlightedRowId) { + highlightHandlers[highlightHandlers.length - 1].handler(); + } else { + if (highlightHandlers.length > 1 && + highlightHandlers[0].id == currentHighlightedRowId) { + highlightHandlers[highlightHandlers.length - 1].handler(); + } else { + for (var i = 0; i < highlightHandlers.length - 1; i++) { + if (highlightHandlers[i + 1].id == currentHighlightedRowId) { + highlightHandlers[i].handler(); + break; + } + } + } + } + smoothScrollToRow(currentHighlightedRowId); +} + +function highlightNextRow() { + if (!currentHighlightedRowId) { + highlightHandlers[0].handler(); + } else { + if (highlightHandlers.length > 1 && + highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) { + highlightHandlers[0].handler(); + } else { + for (var i = 1; i < highlightHandlers.length; i++) { + if (highlightHandlers[i - 1].id == currentHighlightedRowId) { + highlightHandlers[i].handler(); + break; + } + } + } + } + smoothScrollToRow(currentHighlightedRowId); +} + +function populateBomTable() { + populateBomHeader(); + populateBomBody(); + setBomHandlers(); + resizableGrid(bomhead); +} + +function footprintsClicked(footprintIndexes) { + var lastClickedIndex = footprintIndexes.indexOf(lastClicked); + for (var i = 1; i <= footprintIndexes.length; i++) { + var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length]; + if (refIndex in footprintIndexToHandler) { + lastClicked = refIndex; + footprintIndexToHandler[refIndex](); + smoothScrollToRow(currentHighlightedRowId); + break; + } + } +} + +function netClicked(net) { + if (net in netsToHandler) { + netsToHandler[net](); + smoothScrollToRow(currentHighlightedRowId); + } else { + clearHighlightedFootprints(); + highlightedNet = net; + drawHighlights(); + } +} + +function updateFilter(input) { + filter = input.toLowerCase(); + populateBomTable(); +} + +function updateRefLookup(input) { + reflookup = input.toLowerCase(); + populateBomTable(); +} + +function changeCanvasLayout(layout) { + document.getElementById("fl-btn").classList.remove("depressed"); + document.getElementById("fb-btn").classList.remove("depressed"); + document.getElementById("bl-btn").classList.remove("depressed"); + switch (layout) { + case 'F': + document.getElementById("fl-btn").classList.add("depressed"); + if (settings.bomlayout != "bom-only") { + canvassplit.collapse(1); + } + break; + case 'B': + document.getElementById("bl-btn").classList.add("depressed"); + if (settings.bomlayout != "bom-only") { + canvassplit.collapse(0); + } + break; + default: + document.getElementById("fb-btn").classList.add("depressed"); + if (settings.bomlayout != "bom-only") { + canvassplit.setSizes([50, 50]); + } + } + settings.canvaslayout = layout; + writeStorage("canvaslayout", layout); + resizeAll(); + changeBomMode(settings.bommode); +} + +function populateMetadata() { + document.getElementById("title").innerHTML = pcbdata.metadata.title; + document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision; + document.getElementById("company").innerHTML = pcbdata.metadata.company; + document.getElementById("filedate").innerHTML = pcbdata.metadata.date; + if (pcbdata.metadata.title != "") { + document.title = pcbdata.metadata.title + " BOM"; + } + // Calculate board stats + var fp_f = 0, + fp_b = 0, + pads_f = 0, + pads_b = 0, + pads_th = 0; + for (var i = 0; i < pcbdata.footprints.length; i++) { + if (pcbdata.bom.skipped.includes(i)) continue; + var mod = pcbdata.footprints[i]; + if (mod.layer == "F") { + fp_f++; + } else { + fp_b++; + } + for (var pad of mod.pads) { + if (pad.type == "th") { + pads_th++; + } else { + if (pad.layers.includes("F")) { + pads_f++; + } + if (pad.layers.includes("B")) { + pads_b++; + } + } + } + } + document.getElementById("stats-components-front").innerHTML = fp_f; + document.getElementById("stats-components-back").innerHTML = fp_b; + document.getElementById("stats-components-total").innerHTML = fp_f + fp_b; + document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length; + document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length; + document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length; + document.getElementById("stats-smd-pads-front").innerHTML = pads_f; + document.getElementById("stats-smd-pads-back").innerHTML = pads_b; + document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b; + document.getElementById("stats-th-pads").innerHTML = pads_th; + // Update version string + document.getElementById("github-link").innerHTML = "InteractiveHtmlBom " + + /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0]; +} + +function changeBomLayout(layout) { + document.getElementById("bom-btn").classList.remove("depressed"); + document.getElementById("lr-btn").classList.remove("depressed"); + document.getElementById("tb-btn").classList.remove("depressed"); + switch (layout) { + case 'bom-only': + document.getElementById("bom-btn").classList.add("depressed"); + if (bomsplit) { + bomsplit.destroy(); + bomsplit = null; + canvassplit.destroy(); + canvassplit = null; + } + document.getElementById("frontcanvas").style.display = "none"; + document.getElementById("backcanvas").style.display = "none"; + document.getElementById("topmostdiv").style.height = ""; + document.getElementById("topmostdiv").style.display = "block"; + break; + case 'top-bottom': + document.getElementById("tb-btn").classList.add("depressed"); + document.getElementById("frontcanvas").style.display = ""; + document.getElementById("backcanvas").style.display = ""; + document.getElementById("topmostdiv").style.height = "100%"; + document.getElementById("topmostdiv").style.display = "flex"; + document.getElementById("bomdiv").classList.remove("split-horizontal"); + document.getElementById("canvasdiv").classList.remove("split-horizontal"); + document.getElementById("frontcanvas").classList.add("split-horizontal"); + document.getElementById("backcanvas").classList.add("split-horizontal"); + if (bomsplit) { + bomsplit.destroy(); + bomsplit = null; + canvassplit.destroy(); + canvassplit = null; + } + bomsplit = Split(['#bomdiv', '#canvasdiv'], { + sizes: [50, 50], + onDragEnd: resizeAll, + direction: "vertical", + gutterSize: 5 + }); + canvassplit = Split(['#frontcanvas', '#backcanvas'], { + sizes: [50, 50], + gutterSize: 5, + onDragEnd: resizeAll + }); + break; + case 'left-right': + document.getElementById("lr-btn").classList.add("depressed"); + document.getElementById("frontcanvas").style.display = ""; + document.getElementById("backcanvas").style.display = ""; + document.getElementById("topmostdiv").style.height = "100%"; + document.getElementById("topmostdiv").style.display = "flex"; + document.getElementById("bomdiv").classList.add("split-horizontal"); + document.getElementById("canvasdiv").classList.add("split-horizontal"); + document.getElementById("frontcanvas").classList.remove("split-horizontal"); + document.getElementById("backcanvas").classList.remove("split-horizontal"); + if (bomsplit) { + bomsplit.destroy(); + bomsplit = null; + canvassplit.destroy(); + canvassplit = null; + } + bomsplit = Split(['#bomdiv', '#canvasdiv'], { + sizes: [50, 50], + onDragEnd: resizeAll, + gutterSize: 5 + }); + canvassplit = Split(['#frontcanvas', '#backcanvas'], { + sizes: [50, 50], + gutterSize: 5, + direction: "vertical", + onDragEnd: resizeAll + }); + } + settings.bomlayout = layout; + writeStorage("bomlayout", layout); + changeCanvasLayout(settings.canvaslayout); +} + +function changeBomMode(mode) { + document.getElementById("bom-grouped-btn").classList.remove("depressed"); + document.getElementById("bom-ungrouped-btn").classList.remove("depressed"); + document.getElementById("bom-netlist-btn").classList.remove("depressed"); + var chkbxs = document.getElementsByClassName("visibility_checkbox"); + + switch (mode) { + case 'grouped': + document.getElementById("bom-grouped-btn").classList.add("depressed"); + for (var i = 0; i < chkbxs.length; i++) { + chkbxs[i].disabled = false; + } + break; + case 'ungrouped': + document.getElementById("bom-ungrouped-btn").classList.add("depressed"); + for (var i = 0; i < chkbxs.length; i++) { + chkbxs[i].disabled = false; + } + break; + case 'netlist': + document.getElementById("bom-netlist-btn").classList.add("depressed"); + for (var i = 0; i < chkbxs.length; i++) { + chkbxs[i].disabled = true; + } + } + + writeStorage("bommode", mode); + if (mode != settings.bommode) { + settings.bommode = mode; + bomSortFunction = null; + currentSortColumn = null; + currentSortOrder = null; + clearHighlightedFootprints(); + } + populateBomTable(); +} + +function focusFilterField() { + focusInputField(document.getElementById("filter")); +} + +function focusRefLookupField() { + focusInputField(document.getElementById("reflookup")); +} + +function toggleBomCheckbox(bomrowid, checkboxnum) { + if (!bomrowid || checkboxnum > settings.checkboxes.length) { + return; + } + var bomrow = document.getElementById(bomrowid); + var checkbox = bomrow.childNodes[checkboxnum].childNodes[0]; + checkbox.checked = !checkbox.checked; + checkbox.indeterminate = false; + checkbox.onchange(); +} + +function checkBomCheckbox(bomrowid, checkboxname) { + var checkboxnum = 0; + while (checkboxnum < settings.checkboxes.length && + settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) { + checkboxnum++; + } + if (!bomrowid || checkboxnum >= settings.checkboxes.length) { + return; + } + var bomrow = document.getElementById(bomrowid); + var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0]; + checkbox.checked = true; + checkbox.indeterminate = false; + checkbox.onchange(); +} + +function setBomCheckboxes(value) { + writeStorage("bomCheckboxes", value); + settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e); + prepCheckboxes(); + populateMarkWhenCheckedOptions(); + setMarkWhenChecked(settings.markWhenChecked); +} + +function setMarkWhenChecked(value) { + writeStorage("markWhenChecked", value); + settings.markWhenChecked = value; + markedFootprints.clear(); + for (var ref of (value ? getStoredCheckboxRefs(value) : [])) { + markedFootprints.add(ref); + } + populateBomTable(); + drawHighlights(); +} + +function prepCheckboxes() { + var table = document.getElementById("checkbox-stats"); + while (table.childElementCount > 1) { + table.removeChild(table.lastChild); + } + if (settings.checkboxes.length) { + table.style.display = ""; + } else { + table.style.display = "none"; + } + for (var checkbox of settings.checkboxes) { + var tr = document.createElement("TR"); + var td = document.createElement("TD"); + td.innerHTML = checkbox; + tr.appendChild(td); + td = document.createElement("TD"); + td.id = "checkbox-stats-" + checkbox; + var progressbar = document.createElement("div"); + progressbar.classList.add("bar"); + td.appendChild(progressbar); + var text = document.createElement("div"); + text.classList.add("text"); + td.appendChild(text); + tr.appendChild(td); + table.appendChild(tr); + updateCheckboxStats(checkbox); + } +} + +function populateMarkWhenCheckedOptions() { + var container = document.getElementById("markWhenCheckedContainer"); + + if (settings.checkboxes.length == 0) { + container.parentElement.style.display = "none"; + return; + } + + container.innerHTML = ''; + container.parentElement.style.display = "inline-block"; + + function createOption(name, displayName) { + var id = "markWhenChecked-" + name; + + var div = document.createElement("div"); + div.classList.add("radio-container"); + + var input = document.createElement("input"); + input.type = "radio"; + input.name = "markWhenChecked"; + input.value = name; + input.id = id; + input.onchange = () => setMarkWhenChecked(name); + div.appendChild(input); + + // Preserve the selected element when the checkboxes change + if (name == settings.markWhenChecked) { + input.checked = true; + } + + var label = document.createElement("label"); + label.innerHTML = displayName; + label.htmlFor = id; + div.appendChild(label); + + container.appendChild(div); + } + createOption("", "None"); + for (var checkbox of settings.checkboxes) { + createOption(checkbox, checkbox); + } +} + +function updateCheckboxStats(checkbox) { + var checked = getStoredCheckboxRefs(checkbox).size; + var total = pcbdata.footprints.length - pcbdata.bom.skipped.length; + var percent = checked * 100.0 / total; + var td = document.getElementById("checkbox-stats-" + checkbox); + td.firstChild.style.width = percent + "%"; + td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)"; +} + +function constrain(number, min, max){ + return Math.min(Math.max(parseInt(number), min), max); +} + +document.onkeydown = function (e) { + switch (e.key) { + case "n": + if (document.activeElement.type == "text") { + return; + } + if (currentHighlightedRowId !== null) { + checkBomCheckbox(currentHighlightedRowId, "placed"); + highlightNextRow(); + e.preventDefault(); + } + break; + case "ArrowUp": + highlightPreviousRow(); + e.preventDefault(); + break; + case "ArrowDown": + highlightNextRow(); + e.preventDefault(); + break; + case "ArrowLeft": + case "ArrowRight": + if (document.activeElement.type != "text"){ + e.preventDefault(); + let boardRotationElement = document.getElementById("boardRotation") + settings.boardRotation = parseInt(boardRotationElement.value); // degrees / 5 + if (e.key == "ArrowLeft"){ + settings.boardRotation += 3; // 15 degrees + } + else{ + settings.boardRotation -= 3; + } + settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max); + boardRotationElement.value = settings.boardRotation + setBoardRotation(settings.boardRotation); + } + break; + default: + break; + } + if (e.altKey) { + switch (e.key) { + case "f": + focusFilterField(); + e.preventDefault(); + break; + case "r": + focusRefLookupField(); + e.preventDefault(); + break; + case "z": + changeBomLayout("bom-only"); + e.preventDefault(); + break; + case "x": + changeBomLayout("left-right"); + e.preventDefault(); + break; + case "c": + changeBomLayout("top-bottom"); + e.preventDefault(); + break; + case "v": + changeCanvasLayout("F"); + e.preventDefault(); + break; + case "b": + changeCanvasLayout("FB"); + e.preventDefault(); + break; + case "n": + changeCanvasLayout("B"); + e.preventDefault(); + break; + default: + break; + } + if (e.key >= '1' && e.key <= '9') { + toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key)); + e.preventDefault(); + } + } +} + +function hideNetlistButton() { + document.getElementById("bom-ungrouped-btn").classList.remove("middle-button"); + document.getElementById("bom-ungrouped-btn").classList.add("right-most-button"); + document.getElementById("bom-netlist-btn").style.display = "none"; +} + +function topToggle() { + var top = document.getElementById("top"); + var toptoggle = document.getElementById("toptoggle"); + if (top.style.display === "none") { + top.style.display = "flex"; + toptoggle.classList.remove("flipped"); + } else { + top.style.display = "none"; + toptoggle.classList.add("flipped"); + } +} + +window.onload = function (e) { + initUtils(); + initRender(); + initStorage(); + initDefaults(); + cleanGutters(); + populateMetadata(); + dbgdiv = document.getElementById("dbg"); + bom = document.getElementById("bombody"); + bomhead = document.getElementById("bomhead"); + filter = ""; + reflookup = ""; + if (!("nets" in pcbdata)) { + hideNetlistButton(); + } + initDone = true; + setBomCheckboxes(document.getElementById("bomCheckboxes").value); + // Triggers render + changeBomLayout(settings.bomlayout); + + // Users may leave fullscreen without touching the checkbox. Uncheck. + document.addEventListener('fullscreenchange', () => { + if (!document.fullscreenElement) + document.getElementById('fullscreenCheckbox').checked = false; + }); +} + +window.onresize = resizeAll; +window.matchMedia("print").addListener(resizeAll); + +/////////////////////////////////////////////// + +/////////////////////////////////////////////// +// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => { +// for(var tr of bom.childNodes) { +// tr.onclick = tr.onmousemove; +// tr.onmousemove = null; +// }; +// }); + +/////////////////////////////////////////////// + </script> +</head> + +<body> + +<div id="topmostdiv" class="topmostdiv"> + <div id="top"> + <div id="fileinfodiv"> + <table class="fileinfo"> + <tbody> + <tr> + <td id="title" class="title" style="width: 70%"> + Title + </td> + <td id="revision" class="title" style="width: 30%"> + Revision + </td> + </tr> + <tr> + <td id="company"> + Company + </td> + <td id="filedate"> + Date + </td> + </tr> + </tbody> + </table> + </div> + <div id="bomcontrols"> + <div class="hideonprint menu"> + <button class="menubtn"></button> + <div class="menu-content"> + <label class="menu-label menu-label-top" style="width: calc(50% - 18px)"> + <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)"> + Dark mode + </label><!-- This comment eats space! All of it! + --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;"> + <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)"> + Full Screen + </label> + <label class="menu-label" style="width: calc(50% - 18px)"> + <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)"> + Fab layer + </label><!-- This comment eats space! All of it! + --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> + <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)"> + Silkscreen + </label> + <label class="menu-label" style="width: calc(50% - 18px)"> + <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)"> + References + </label><!-- This comment eats space! All of it! + --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> + <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)"> + Values + </label> + <div id="tracksAndZonesCheckboxes"> + <label class="menu-label" style="width: calc(50% - 18px)"> + <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)"> + Tracks + </label><!-- This comment eats space! All of it! + --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> + <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)"> + Zones + </label> + </div> + <label class="menu-label" style="width: calc(50% - 18px)"> + <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)"> + Pads + </label><!-- This comment eats space! All of it! + --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;"> + <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)"> + DNP outlined + </label> + <label class="menu-label"> + <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)"> + Continuous redraw on drag + </label> + <label class="menu-label"> + Highlight first pin + <form id="highlightpin1"> + <div class="flexbox"> + <label> + <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')"> + None + </label> + <label> + <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')"> + All + </label> + <label> + <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')"> + Selected + </label> + </div> + </form> + </label> + <label class="menu-label"> + <span>Board rotation</span> + <span style="float: right"><span id="rotationDegree">0</span>°</span> + <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)"> + </label> + <label class="menu-label"> + <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)"> + Offset back rotation + </label> + <label class="menu-label"> + <div style="margin-left: 5px">Bom checkboxes</div> + <input id="bomCheckboxes" class="menu-textbox" type=text + oninput="setBomCheckboxes(this.value)"> + </label> + <label class="menu-label"> + <div style="margin-left: 5px">Mark when checked</div> + <div id="markWhenCheckedContainer"></div> + </label> + <label class="menu-label"> + <span class="shameless-plug"> + <span>Created using</span> + <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a> + <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a> + </span> + </label> + </div> + </div> + <div class="button-container hideonprint"> + <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')" + title="Front only">F + </button> + <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')" + title="Front and Back">FB + </button> + <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')" + title="Back only">B + </button> + </div> + <div class="button-container hideonprint"> + <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')" + title="BOM only"></button> + <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')" + title="BOM left, drawings right"></button> + <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')" + title="BOM top, drawings bot"></button> + </div> + <div class="button-container hideonprint"> + <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')" + title="Grouped BOM"></button> + <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')" + title="Ungrouped BOM"></button> + <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')" + title="Netlist"></button> + </div> + <div class="hideonprint menu"> + <button class="statsbtn"></button> + <div class="menu-content"> + <table class="stats"> + <tbody> + <tr> + <td width="40%">Board stats</td> + <td>Front</td> + <td>Back</td> + <td>Total</td> + </tr> + <tr> + <td>Components</td> + <td id="stats-components-front">~</td> + <td id="stats-components-back">~</td> + <td id="stats-components-total">~</td> + </tr> + <tr> + <td>Groups</td> + <td id="stats-groups-front">~</td> + <td id="stats-groups-back">~</td> + <td id="stats-groups-total">~</td> + </tr> + <tr> + <td>SMD pads</td> + <td id="stats-smd-pads-front">~</td> + <td id="stats-smd-pads-back">~</td> + <td id="stats-smd-pads-total">~</td> + </tr> + <tr> + <td>TH pads</td> + <td colspan=3 id="stats-th-pads">~</td> + </tr> + </tbody> + </table> + <table class="stats"> + <col width="40%"/><col /> + <tbody id="checkbox-stats"> + <tr> + <td colspan=2 style="border-top: 0">Checkboxes</td> + </tr> + </tbody> + </table> + </div> + </div> + <div class="hideonprint menu"> + <button class="iobtn"></button> + <div class="menu-content"> + <div class="menu-label menu-label-top"> + <div style="margin-left: 5px;">Save board image</div> + <div class="flexbox"> + <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width" + style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)"> + <span>X</span> + <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height" + style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)"> + </div> + <label> + <input id="render-save-transparent" type="checkbox"> + Transparent background + </label> + <div class="flexbox"> + <button class="savebtn" onclick="saveImage('F')">Front</button> + <button class="savebtn" onclick="saveImage('B')">Back</button> + </div> + </div> + <div class="menu-label"> + <span style="margin-left: 5px;">Config and checkbox state</span> + <div class="flexbox"> + <button class="savebtn" onclick="saveSettings()">Export</button> + <button class="savebtn" onclick="loadSettings()">Import</button> + <button class="savebtn" onclick="resetSettings()">Reset</button> + </div> + </div> + <div class="menu-label"> + <span style="margin-left: 5px;">Save bom table as</span> + <div class="flexbox"> + <button class="savebtn" onclick="saveBomTable('csv')">csv</button> + <button class="savebtn" onclick="saveBomTable('txt')">txt</button> + </div> + </div> + </div> + </div> + </div> + </div> + <div id="topdivider"> + <div class="hideonprint"> + <div id="toptoggle" onclick="topToggle()">︽</div> + </div> + </div> + <div id="bot" class="split" style="flex: 1 1"> + <div id="bomdiv" class="split split-horizontal"> + <div style="width: 100%"> + <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup" + oninput="updateRefLookup(this.value)"> + <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter" + oninput="updateFilter(this.value)"> + <div class="button-container hideonprint" style="float: left; margin: 0;"> + <button id="copy" title="Copy bom table to clipboard" + onclick="saveBomTable('clipboard')"></button> + </div> + </div> + <div id="dbg"></div> + <table class="bom" id="bomtable"> + <thead id="bomhead"> + </thead> + <tbody id="bombody"> + </tbody> + </table> + </div> + <div id="canvasdiv" class="split split-horizontal"> + <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden"> + <div style="position: relative; width: 100%; height: 100%;"> + <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas> + <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas> + <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas> + <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas> + </div> + </div> + <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden"> + <div style="position: relative; width: 100%; height: 100%;"> + <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas> + <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas> + <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas> + <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas> + </div> + </div> + </div> + </div> +</div> + +</body> + +</html> diff --git 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z2g{bGMRm?T<62uqDTaxT%Fgc6{dt}^`%7V8`v6C{<6V_8@Wl!?a1c{?S08Q!ilKBj zDeSR;rZT<ewPE@ETkIsbstQzgrP{99f|J`@A=P9-!5!Lgor?w<25Y)1-PbfQ)vpLT zm+W8l_49_K7I9()BFQl|=@aHqaIz?7;O&BuA%Bt(movyIsz>h(a{a#ljGv1hWiGxm zV&(9LXGZuLOm3rWRN>>ycU<e9B2qJXR3>$MkVmWz(tn71b0R3O{Zp6l6nw!h^2^d? z9A9Ddr4c`d?x4+@8tD82J|_jk5Ieac$*FT~(+RSzRI(7rQ8n`oM9?UaIe>~1Kg1ui zkF*DO%t&+b(%dcYLZK#41L@R>EI{hWk><UvF_?+V_iA!7nNzIvG3tlEXO)bF`Bog} zPaX{3fmfhGYOFserB{4|PZP~pkJ}c=)(+3>tihMsk(>^+B##b$t^fB7Thh~d-=%b# zXn9@Mv1*|Y(2|IoCML*nNbCS!KP52(Lt{>sdE-&qIyk+$olTHQ-s0a}7}-ZQd;qZ> zCFpY__<1}04~+R1cF!|WHii8UfK|_s{dC{2dV`x20G@tr)b4(^UvyC;X$>(tD`&g= nnd7>dotpB>DS<u+sIlmkkD3TA{KD015^kc?51y9_|M&HOuC{&c diff --git a/doc/source/img/v2023.x.x/step_n_3/MUX_board_list_2_xx.csv b/doc/source/img/v2023.x.x/step_n_3/MUX_board_list_2_xx.csv index c6736f36..93adf636 100644 --- a/doc/source/img/v2023.x.x/step_n_3/MUX_board_list_2_xx.csv +++ b/doc/source/img/v2023.x.x/step_n_3/MUX_board_list_2_xx.csv @@ -1,4 +1,4 @@ -Component;Number;Cost per unit € ;Total cost €;Manufacturer;Manufacturer s reference;Web reference +Components;Number;Cost per unit;Total cost ;Manufacturer;Manufacturer s reference;Web reference Printed circuit board ;4;140;560;Asler;-;- Pin strip no ejector 16 pins;16;0.62;9.92;BLK electronic;10120550;https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994 diode-1n4007;256;0.091;23.296;Diodes Incorporated;1N4007-T;https://www.mouser.fr/ProductDetail/Diodes-Incorporated/1N4007-T?qs=sGAEpiMZZMueQxo7L%2FBPyAkbORUUMREn @@ -8,11 +8,11 @@ Generic male header - 3 pins;12;0.205;2.46;TE Connectivity;4-103321-5;https://ww MCP23017 I2C I/O Expander;16;2.5;40;Adafruit;732;https://www.mouser.fr/ProductDetail/Adafruit/732?qs=sGAEpiMZZMsKEdP9slC0Yfx16nYdMpXJueeOGoLBlDI%3D Omron G5LE-1-VD 12 VDC PCB relay 12 V DC 8 A 1;256;1.27;325.12;Omron;G5LE-1-VD 12 VDC;https://www.conrad.com/p/omron-g5le-1-vd-12-vdc-pcb-relay-12-v-dc-8-a-1-change-over-1-pcs-503811 ZVN4206A MOSFET-NCHANNEL;256;0.471;120.576;Diodes Incorporated ;ZVN4206A;https://www.mouser.fr/ProductDetail/Diodes-Incorporated/ZVN4206A?qs=vHuUswq2%252Bsz9b%2Ff6fcXt7g%3D%3D -100k? Resistor;256;0.061;15.616;Vishay / Beyschlag ;MBA02040C1003FRP00 ;https://www.mouser.fr/ProductDetail/Vishay-Beyschlag/MBA02040C1003FRP00?qs=mzRxyRlhVdt9crF7Zyf%2F5Q%3D%3D +100k Resistor;256;0.061;15.616;Vishay / Beyschlag ;MBA02040C1003FRP00 ;https://www.mouser.fr/ProductDetail/Vishay-Beyschlag/MBA02040C1003FRP00?qs=mzRxyRlhVdt9crF7Zyf%2F5Q%3D%3D Adafruit TCA9548A;4;5.89;23.56;Adafruit ;2717;https://www.mouser.fr/ProductDetail/Adafruit/2717?qs=sGAEpiMZZMsyYdr3R27aV4EQf73yOH%252Baqg%252BZ3hVktao%3D BKL Electronic 10120558 Pin strip no ejector Contact spacing: 2.54 mm Total number of pins: 16 No. of rows: 2 1 pc(s);16;0.51;8.16;BLK electronic;10120558;https://www.conrad.com/p/bkl-electronic-10120558-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-741727?searchTerm=741727&searchType=suggest&searchSuggest=product -BKL Electronic 10120862 Pin connector + strain relief Contact spacing: 2.54 mm Total number of pins: 6 No. of rows: 2 1;16;0.84;13.44;BLK electronic;10120862;https://www.conrad.com/p/bkl-electronic-10120862-pin-connector-strain-relief-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-742063 -BKL Electronic 10120158/10 Ribbon cable Contact spacing: 1.27 mm 16 x 0.08 mm² Multi-coloured 10 m;1;27;27;BLK electronic;10120158/10;https://www.conrad.com/p/bkl-electronic-1012015810-ribbon-cable-contact-spacing-127-mm-16-x-008-mm-multi-coloured-10-m-1548658?searchTerm=1548658&searchType=suggest&searchSuggest=product +BKL Electronic 10120862 Pin connector strain relief Contact spacing: 2.54 mm Total number of pins: 6 No. of rows: 2 1;16;0.84;13.44;BLK electronic;10120862;https://www.conrad.com/p/bkl-electronic-10120862-pin-connector-strain-relief-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-742063 +BKL Electronic 10120158/10 Ribbon cable Contact spacing: 1.27 mm 16 x 0.08 mm Multi-coloured 10 m;1;27;27;BLK electronic;10120158/10;https://www.conrad.com/p/bkl-electronic-1012015810-ribbon-cable-contact-spacing-127-mm-16-x-008-mm-multi-coloured-10-m-1548658?searchTerm=1548658&searchType=suggest&searchSuggest=product spacer 5.5 HEX 25 mm M3 male/female;31;2.79;86.49;Keystone Electronics ;24300;https://www.mouser.fr/ProductDetail/Keystone-Electronics/24300?qs=UWqYQ%2F2cZWu0ejpOzmZC2A%3D%3D Screw;9;0.305;2.745;APM HEXSEAL;RM3X8MM-2701;https://www.mouser.fr/ProductDetail/APM-HEXSEAL/RM3X8MM-2701?qs=JJSE%2F12mKnS3VxSDrYXUHw%3D%3D spacer 5.5 HEX 25 mm M3 female/female;9;0.846;7.614;Keystone Electronics ;25515;https://www.mouser.fr/ProductDetail/Keystone-Electronics/25515?qs=UWqYQ%2F2cZWuxuhUmfr%252BZuQ%3D%3D diff --git a/doc/source/source_rst/Ohmpi.rst b/doc/source/source_rst/Ohmpi.rst index e1414cc8..077cf717 100644 --- a/doc/source/source_rst/Ohmpi.rst +++ b/doc/source/source_rst/Ohmpi.rst @@ -27,9 +27,9 @@ OhmPi project :align: center +------------------------------------------------------+--------------------------------------------------------+---------------------------------------------------+ - | .. image::../img/Logo/partners/logo_inrae.jpg | .. image::../img/Logo/partners/logo_univ_gustave.png | .. image::../img/Logo/partners/logo_ilvo.png | + | .. image::../img/Logo/partners/logo_inrae.jpg | .. image::../img/Logo/partners/logo_univ_gustave.png | .. image::../img/Logo/partners/logo_ilvo.png | +------------------------------------------------------+--------------------------------------------------------+---------------------------------------------------+ - | .. image::../img/Logo/partners/logo_univ_mons.png | .. image::../img/Logo/partners/ige.png | | + | .. image::../img/Logo/partners/logo_univ_mons.png | .. image::../img/Logo/partners/ige.png | | +------------------------------------------------------+--------------------------------------------------------+---------------------------------------------------+ diff --git a/doc/source/source_rst/hardware/mb/MUX_board_2023.csv b/doc/source/source_rst/hardware/mb/MUX_board_2023.csv new file mode 100644 index 00000000..dd83abce --- /dev/null +++ b/doc/source/source_rst/hardware/mb/MUX_board_2023.csv @@ -0,0 +1,18 @@ +Components,Number,Cost per unit,Total cost ,Manufacturer,Manufacturer s reference,Web reference, +Printed circuit board ,4,140,560,Asler,-,-, +Pin strip no ejector 16 pins,16,0.62,9.92,BLK electronic,10120550,https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994 +diode-1n4007,256,0.091,23.296,Diodes Incorporated,1N4007-T,https://www.mouser.fr/ProductDetail/Diodes-Incorporated/1N4007-T?qs=sGAEpiMZZMueQxo7L%2FBPyAkbORUUMREn +Pin strip no ejector 6 pins,4,0.39,1.56,BLK electronic,10120550,https://www.conrad.com/p/tru-components-1580994-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-1580994 +Dual screw terminal (5.08-mm pitch),12,0.648,7.776,CUI Devices,TB009-508-02BE,https://www.mouser.fr/ProductDetail/CUI-Devices/TB009-508-02BE?qs=vLWxofP3U2wCFk5uCkWTkA%3D%3D +Generic male header - 3 pins,12,0.205,2.46,TE Connectivity,4-103321-5,https://www.mouser.fr/ProductDetail/TE-Connectivity/4-103321-5?qs=5TwgZeq9E7HSYLqaljJYrw%3D%3D +MCP23017 I2C I/O Expander,16,2.5,40,Adafruit,732,https://www.mouser.fr/ProductDetail/Adafruit/732?qs=sGAEpiMZZMsKEdP9slC0Yfx16nYdMpXJueeOGoLBlDI%3D +Omron G5LE-1-VD 12 VDC PCB relay 12 V DC 8 A 1,256,1.27,325.12,Omron,G5LE-1-VD 12 VDC,https://www.conrad.com/p/omron-g5le-1-vd-12-vdc-pcb-relay-12-v-dc-8-a-1-change-over-1-pcs-503811 +ZVN4206A MOSFET-NCHANNEL,256,0.471,120.576,Diodes Incorporated ,ZVN4206A,https://www.mouser.fr/ProductDetail/Diodes-Incorporated/ZVN4206A?qs=vHuUswq2%252Bsz9b%2Ff6fcXt7g%3D%3D +100k Resistor,256,0.061,15.616,Vishay / Beyschlag ,MBA02040C1003FRP00 ,https://www.mouser.fr/ProductDetail/Vishay-Beyschlag/MBA02040C1003FRP00?qs=mzRxyRlhVdt9crF7Zyf%2F5Q%3D%3D +Adafruit TCA9548A,4,5.89,23.56,Adafruit ,2717,https://www.mouser.fr/ProductDetail/Adafruit/2717?qs=sGAEpiMZZMsyYdr3R27aV4EQf73yOH%252Baqg%252BZ3hVktao%3D +BKL Electronic 10120558 Pin strip no ejector Contact spacing: 2.54 mm Total number of pins: 16 No. of rows: 2 1 pc(s),16,0.51,8.16,BLK electronic,10120558,https://www.conrad.com/p/bkl-electronic-10120558-pin-strip-no-ejector-contact-spacing-254-mm-total-number-of-pins-16-no-of-rows-2-1-pcs-741727?searchTerm=741727&searchType=suggest&searchSuggest=product +BKL Electronic 10120862 Pin connector strain relief Contact spacing: 2.54 mm Total number of pins: 6 No. of rows: 2 1,16,0.84,13.44,BLK electronic,10120862,https://www.conrad.com/p/bkl-electronic-10120862-pin-connector-strain-relief-contact-spacing-254-mm-total-number-of-pins-6-no-of-rows-2-1-742063 +BKL Electronic 10120158/10 Ribbon cable Contact spacing: 1.27 mm 16 x 0.08 mm Multi-coloured 10 m,1,27,27,BLK electronic,10120158/10,https://www.conrad.com/p/bkl-electronic-1012015810-ribbon-cable-contact-spacing-127-mm-16-x-008-mm-multi-coloured-10-m-1548658?searchTerm=1548658&searchType=suggest&searchSuggest=product +spacer 5.5 HEX 25 mm M3 male/female,31,2.79,86.49,Keystone Electronics ,24300,https://www.mouser.fr/ProductDetail/Keystone-Electronics/24300?qs=UWqYQ%2F2cZWu0ejpOzmZC2A%3D%3D +Screw,9,0.305,2.745,APM HEXSEAL,RM3X8MM-2701,https://www.mouser.fr/ProductDetail/APM-HEXSEAL/RM3X8MM-2701?qs=JJSE%2F12mKnS3VxSDrYXUHw%3D%3D +spacer 5.5 HEX 25 mm M3 female/female,9,0.846,7.614,Keystone Electronics ,25515,https://www.mouser.fr/ProductDetail/Keystone-Electronics/25515?qs=UWqYQ%2F2cZWuxuhUmfr%252BZuQ%3D%3D diff --git a/doc/source/source_rst/hardware/mb/mb_2024.rst b/doc/source/source_rst/hardware/mb/mb_2024.rst index 2497966a..65656c36 100644 --- a/doc/source/source_rst/hardware/mb/mb_2024.rst +++ b/doc/source/source_rst/hardware/mb/mb_2024.rst @@ -5,3 +5,11 @@ Measurement board v2024 ======================= + + + +You can also include a file directly: + +.. raw:: html + :file: ../../../bomlist/ibom.html + diff --git a/doc/source/source_rst/hardware/mux_2023.rst b/doc/source/source_rst/hardware/mux_2023.rst index 79791372..462d9f77 100644 --- a/doc/source/source_rst/hardware/mux_2023.rst +++ b/doc/source/source_rst/hardware/mux_2023.rst @@ -30,8 +30,8 @@ Required components .. csv-table:: List of components - :file: ../../img/v2023.x.x/step_n_3/a/MUX_board_list_2_xx.csv - :widths: 30, 70, 70, 70, 70, 35, 35 + :file: ../hardware/mb/MUX_board_2023.csv + :widths: 30, 70, 70, 70, 70, 35, 35,1 :header-rows: 1 diff --git a/doc/sphinx/source/image_resize.py b/doc/sphinx/source/image_resize.py deleted file mode 100644 index 74eb222b..00000000 --- a/doc/sphinx/source/image_resize.py +++ /dev/null @@ -1,7 +0,0 @@ -# -*- coding: utf-8 -*- -""" -Created on Wed Feb 9 18:45:59 2022 - -@author: reclement -""" -from PIL import Image -- GitLab