Merge branch 'dev' into 'sd'

# Conflicts:
#   DESCRIPTION

NEWS.md

@@ -39,7 +39,7 @@ ________________________________________________________________________________
 ____________________________________________________________________________________
 
 
-### 1.4.3.88 Release Notes (2020-04-24)
+### 1.4.3.91 Release Notes (2020-08-26)
 
 #### Version control and issue tracking
 

README.md

@@ -32,7 +32,7 @@ Six hydrological models and one snow melt and accumulation model are implemented
 These models can be called within airGR using the following functions: 
 
   - `RunModel_GR4H`: four-parameter hourly lumped hydrological model (Mathevet, 2005)
-  - `RunModel_GR5H`: four-parameter hourly lumped hydrological model (Ficchi, 2017; Ficchi *et al.*, 2019)
+  - `RunModel_GR5H`: five-parameter hourly lumped hydrological model (Ficchi, 2017; Ficchi *et al.*, 2019)
   - `RunModel_GR4J`: four-parameter daily lumped hydrological model (Perrin *et al.*, 2003)
   - `RunModel_GR5J`: five-parameter daily lumped hydrological model (Le Moine, 2008)
   - `RunModel_GR6J`: six-parameter daily lumped hydrological model (Pushpalatha *et al.*, 2011)
@@ -56,7 +56,7 @@ To learn how to use the functions from the airGR package, it is recommended to f
   4. refer to the help for `ErrorCrit_NSE` and `CreateInputsCrit` to understand how the computation of an error criterion is prepared/made;
   5. refer to the help for `Calibration_Michel`, run the provided example and then refer to the help for `CreateCalibOptions` to understand how a model calibration is prepared/made.
 
-For more information and to get started with the package, you can refer to the vignette (vignette("V01_get_started")`) and go on the [airGR website](https://hydrogr.github.io/airGR).
+For more information and to get started with the package, you can refer to the vignette (`vignette("V01_get_started")`) and go on the [airGR website](https://hydrogr.github.io/airGR).
 
 
 ## References

man/PE_Oudin.Rd

@@ -45,7 +45,7 @@ Function which computes PE using the formula from Oudin et al. (2005). PE can be
 }
 
 \details{
-In the \code{JD} argument, the Julian day of the year of the 1st of January is equal to 1 and the 31st of December to 365 (366 in leap years)). If the Julian day of the year is computed on an object of the \code{POSIXlt} class, the user has to add 1 to the returned value (e.g. \code{as.POSIXlt("2016-12-31")$yday + 1}).
+In the \code{JD} argument, the Julian day of the year of the 1st of January is equal to 1 and the 31st of December to 365 (366 in leap years). If the Julian day of the year is computed on an object of the \code{POSIXlt} class, the user has to add 1 to the returned value (e.g. \code{as.POSIXlt("2016-12-31")$yday + 1}).
 
 When hourly temperature is provided, all the values of the same day have to be set to the same Julian day of the year (e.g. \code{as.POSIXlt("2016-12-31 00:00:00")$yday + 1} and \code{as.POSIXlt("2016-12-31 00:01:00")$yday + 1}). Each single day must be provided 24 identical Julian day values (one for each hour).