Commit bace707b authored by Lambert Patrick's avatar Lambert Patrick
Browse files

exploration de la croissance dans Gr3D

Showing with 194 additions and 0 deletions
+194 -0
library(openxlsx)
# ============================================================
dataBruch = read.xlsx("BDalosesBruch.xlsx")
dataBruch$`M.gonades.(g)` = as.numeric(dataBruch$`M.gonades.(g)`)
head(dataBruch)
tapply(dataBruch$`Lf.(cm)`, dataBruch[,c('Année', 'Sexe')],min, na.rm = TRUE)
tapply(dataBruch$`Lf.(cm)`, dataBruch[,c('Année', 'Sexe')],min, na.rm = TRUE)
tapply(dataBruch$`Lf.(cm)`, dataBruch[,c('Année', 'Sexe')],quantile, na.rm = TRUE, probs=.05)
tapply(dataBruch$`Lf.(cm)`, dataBruch[,c('Année', 'Sexe')],max, na.rm = TRUE)
tapply(dataBruch$`Lf.(cm)`, dataBruch[,c('Année', 'Sexe')],quantile, na.rm = TRUE, probs=.95)
tapply(dataBruch$`Lf.(cm)`, dataBruch[,c('Année', 'Sexe')],quantile, na.rm = TRUE, probs=.5)
sel = dataBruch$Année==2013 & dataBruch$Sexe =='F'
hist(dataBruch$`Lt.(cm)`[sel])
abline(v=quantile(dataBruch$`Lt.(cm)`[sel], probs = 0.05))
sel = dataBruch$Sexe=='M'
lm (dataBruch$`Lt.(cm)`[sel]~dataBruch$`Lf.(cm)`[sel])
summary(lm (dataBruch$`Lt.(cm)`~dataBruch$`Lf.(cm)`))
summary(lm (dataBruch$`Lt.(cm)`~dataBruch$`Lf.(cm)` * dataBruch$Sexe))
# ====================================================
# fecundity
# Taverny 1991
# ====================================================
(41*172895+33*202902+74*186424)/(41+33+74)
(41*98390+33*110386+74*104325)/(41+33+74)
# ============================================================
# maximal production of recruit in GR3D for the Garonne basin
# ============================================================
bj=-log(1.7e-3) /.33
cj= 4.1e-4 / (84810*.5356)
(alphaj = bj*exp(-bj*.33)/(cj*(1-exp(-bj*.33))))
# ================================================
# growth in GR3D
# ================================================
# ------------------------------------------------
# temperature effect on growth
# ------------------------------------------------
temperatureEffect= function(temp, Tmin, Topt, Tmax){
# if (temp<=Tmin | temp >= Tmax)
# return(0)
# else
response=(temp-Tmin)*(temp-Tmax)/((temp-Tmin)*(temp-Tmax)-(temp-Topt)^2)
response[temp<=Tmin | temp >= Tmax] = 0
return(response)
}
temperature=seq(8,30,.1)
# temperature effect on spawner survival
plot(temperature, temperatureEffect(temperature, 10, 20, 23), type='l')
# temperature effect on recruit survival
lines(temperature, temperatureEffect(temperature, 9.75, 20, 26), , col='red')
lines(temperature, temperatureEffect(temperature, 9.75, 20, 26) * temperatureEffect(temperature, 10, 20, 23), type='l', col='green')
lines(temperature, temperatureEffect(temperature, 9.75, 20, 26) * temperatureEffect(temperature, 10, 20, 23) * exp(-.4*5), type='l', col='blue')
tempData=read.csv("/home/patrick.lambert/Documents/workspace/GR3D/data/input/reality/SeasonTempBVFacAtlant1801_2100_newCRU_RCP85.csv", sep=";")
sel = tempData$NOM=="Garonne" & tempData$Year>=2008 & tempData$Year<=2018
plot(tempData$Year[sel], tempData$Winter[sel], type='l')
Tref=colMeans(tempData[sel, c("Winter", "Spring", "summer", "Autumn")])
points(Tref, temperatureEffect(Tref, 9.75, 20, 26), col="red")
text(Tref, temperatureEffect(Tref, 9.75, 20, 26), c("Winter", "Spring", "Summer", "Autumn"), pos=1)
mean( temperatureEffect(Tref, 9.75, 20, 26))
# ----------------------------------------------
# growth simulation
# ----------------------------------------------
vonBertalaffyGrowth = function(age, L0, Linf, K){
t0=log(1-L0/Linf)/K
return(Linf*(1-exp(-K*(age-t0))))
}
Pauly= function(age, t0, Linf, K, D){
return(Linf/10*((1-exp(-K*D*(age-t0)))^(1/D)))
}
vonBertalaffyIncrement = function(nStep, L0, Linf, K, deltaT, sigma, withTempEffect=FALSE){
tempEffect = temperatureEffect( c(7.753891, 14.979708, 19.782974, 11.108207) , 3, 17, 26)
L=matrix(nrow=nStep+1)
L[1]=L0
for (i in 1:nStep) {
mu = log((Linf-L[i])*(1-exp(-K*deltaT))) - sigma*sigma/2
increment = exp(rnorm(1, mu, sigma))
if (withTempEffect){
increment = increment * tempEffect[((i-1) %% 4)+1]
}
L[i+1]=L[i]+increment
}
return(L)
}
vonBertalaffyIncrement(6/.25, 0, 60, 0.3900707, .25, .2)
age=seq(0,6,.25)
plot(age,vonBertalaffyGrowth(age, 2, 60, 0.3900707), type="l")
for (i in 1:100) {
lines(age, vonBertalaffyIncrement(6/.25, 2, 60, 0.3900707, .25, .2), col='red')
}
lines(age, vonBertalaffyGrowth(age, 2, 60, 0.3900707), lwd=3, col='black')
abline(h=40)
for (i in 1:100) {
lines(age, vonBertalaffyIncrement(6/.25, 2, 60, 0.3900707, .25, .2, withTempEffect = TRUE), col='green')
}
lines(age, vonBertalaffyGrowth(age, 2, 60, 0.3900707*mean(temperatureEffect(Tref, 3, 17, 26))), lty=2, lwd = 2)
abline(h=40)
nbRep=1000
res=matrix(nrow=nbRep)
for (i in 1:nbRep) {
prov = vonBertalaffyIncrement(24, 2, 60, 0.3900707, .25, .2)
res[i] = prov[max(which(prov < 40))+4]
}
mean(res)
hist(res,20)
abline(v=mean(res), col='red')
res2=matrix(nrow=nbRep)
for (i in 1:nbRep) {
res2[i] = vonBertalaffyIncrement(4, 40, 60, 0.3900707, .25, .2)[5]
}
mean(res2)
hist(res2,20)
abline(v=mean(res2), col='red')
# ======================================================================
# exploration of growth for male and female
# ======================================================================
correction=mean(temperatureEffect(Tref, 3, 17, 26))
age=seq(0,10,.25)
present = vonBertalaffyGrowth(age, 2, 60, 0.3900707 * correction)
plot(age, present, type='l', lwd=3, ylim =c(0,80))
present[age == 5]
abline(v=5)
male = vonBertalaffyGrowth(age, 2, 65, 0.3900707 * correction)
lines(age, male, type='l', lwd=3, ylim =c(0,80), col='blue')
abline(h=40, col='blue', lwd=2, lty=2)
male[age == 5]
female = vonBertalaffyGrowth(age, 2, 75, 0.3900707*55/40 * correction)
lines(age, female, lwd=3, col='red')
abline(h=55, col='red', lwd=2, lty=2)
female[age == 5]
## a partir d'individus en mer donc à croissance de plus lente à mesure qu'ils sont agées
(taverny = Pauly(age,t0=-0.7294, Linf=701.59, K=0.4491, D=.5912))
lines (age, taverny, lwd=2, col ='green')
taverny[age == 5]
# ===================================================================
# GR3D outputs
# =====================================================================
simData=read.csv("/home/patrick.lambert/Documents/workspace/GR3D/data/output/lengthAgeDistribution_1-RCP85.csv", sep=";", row.names = NULL)
simGaronne= simData[simData$basin =="Garonne",]
sel=simGaronne$nbSpawn == 0
tapply(simGaronne$length[sel], simGaronne[sel,c('year')],quantile, na.rm = TRUE, probs=.5)
# masse des gonades avant
sel = (dataBruch$LOT =='Tuilières' | dataBruch$LOT =='Golfech') & !is.na(dataBruch$`M.gonades.(g)`) & dataBruch$Sexe =='F'
mean(dataBruch$`M.gonades.(g)`[sel]/dataBruch$`M.tot.(g)`[sel])
sel = (dataBruch$LOT =='Tuilières' | dataBruch$LOT =='Golfech') & dataBruch$Sexe =='F'
sum(sel)
Wpre = mean(dataBruch$`M.tot.(g)`[sel])
Wgonad =mean(dataBruch$`M.gonades.(g)`[sel], na.rm = TRUE)
sel = (! (dataBruch$LOT =='Tuilières' | dataBruch$LOT =='Golfech')) & dataBruch$Sexe =='F'
Wpost= mean(dataBruch$`M.tot.(g)`[sel])
WgonadSpent =mean(dataBruch$`M.gonades.(g)`[sel], na.rm = TRUE)
(Wloss=(Wpre - Wpost)/Wpre)
Supports Markdown
0% or .
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment