R/hake_objectives_vs2.R
In nissandjac/PacifichakeMSE: Management strategy evaluation of Pacific hake
Defines functions
hake_objectives
Documented in
hake_objectives
hake_objectives <- function(ls.MSE, SSB0, move = NA){
#'
#' @ls.mse # A list of individual MSE runs. Should contain Biomass, Catch, and df with parameters
# sim.data # Initial years of the operating model
#ls.MSE=ls.save
nruns <- length(ls.MSE)
nyears <- dim(ls.MSE[[1]][1]$Catch)[2]
if(dim(ls.MSE[[1]][1]$Catch)[2] == 1){
nyears <- dim(ls.MSE[[1]][1]$Catch)[1]
}
# Get the number of years run in that MSE
if(all(is.na(ls.MSE[[1]]))){
simyears <- nyears-(length(1966:2018))+1
}else{
simyears <- nyears-(length(1966:2018))+1
}
yr <- 1966:(2018+simyears-1)
names(ls.MSE) <- paste('run', 1:nruns, sep = '')
df <- flatten(ls.MSE)
if(is.na(move)){
SSB.plot <- data.frame(SSB = (ls.MSE[[idx]]$SSB)/(SSB0), year = yr, run = paste('run',1, sep=''))
}else{
SSB.plot <-(df[names(df) == "SSB"] %>% map(rowSums))#
data.frame(SSB = as.numeric(rowSums(ls.MSE[[idx]]$SSB))/sum(SSB0), year = yr, run = paste('run',1, sep=''))
names(SSB.plot) <- paste('run', 1:nruns, sep = '')
mylist = t(do.call('rbind',SSB.plot))
V.us.plot <- data.frame(V = ls.MSE[[idx]]$V[,2,3], year = yr, run = paste('run',1, sep='')) #vulnerable biomass at mid-year start of season 3
V.ca.plot <- data.frame(V = ls.MSE[[idx]]$V[,1,3], year = yr, run = paste('run',1, sep='')) #vulnerable biomass at mid-year start of season 3
}
if(is.na(move)){ #if there is no movement (single area model)
Catch.plot <- data.frame(Catch = ls.MSE[[idx]]$Catch, year = yr, run = paste('run',1, sep=''))
}else{
catchtmp <- as.numeric(apply(ls.MSE[[idx]]$Catch,MARGIN = 2, FUN = sum))
if(length(catchtmp) == 1){
catchtmp <- ls.MSE[[idx]]$Catch
}
Catch.plot <- data.frame(Catch = catchtmp, year = yr, run = paste('run',1, sep=''))
quota.tot <- apply(ls.MSE[[idx]]$Catch.quota, MARGIN = 1, FUN = sum)
quota.plot <- data.frame(Quota_frac = quota.tot/catchtmp, year = yr, run = paste('run',1, sep =''))
#sum quota over year by area
quota.us.tot <- data.frame(quota=rowSums(ls.MSE[[idx]]$Catch.quota[,2,]), year=yr, run=paste('run',1, sep =''))
quota.can.tot <- data.frame(quota=rowSums(ls.MSE[[idx]]$Catch.quota[,1,]), year=yr, run=paste('run',1, sep =''))
#Catch by year by area
catch.area<-apply(ls.MSE[[idx]]$Catch, MARGIN=c(2,3), FUN=sum)
Catch.us.tot<- data.frame(Catch=catch.area[,2], year=yr, run=paste('run',1, sep =''))
Catch.can.tot<- data.frame(Catch=catch.area[,1], year=yr, run=paste('run',1, sep =''))
vtac.us<- data.frame(V.TAC=V.us.plot$V/Catch.us.tot$Catch, year=yr, run=paste('run',1, sep =''))
vtac.can<- data.frame(V.TAC=V.ca.plot$V/Catch.can.tot$Catch, year=yr, run=paste('run',1, sep =''))
vtac.us.seas<- data.frame(V.TAC.sp=ls.MSE[[idx]]$V[,2,2]/ls.MSE[[idx]]$Catch.quota[,2,2],
V.TAC.su=ls.MSE[[idx]]$V[,2,3]/ls.MSE[[idx]]$Catch.quota[,2,3],
V.TAC.fa=ls.MSE[[idx]]$V[,2,4]/ls.MSE[[idx]]$Catch.quota[,2,4],
year = yr, run = paste('run',1, sep=''))
vtac.can.seas<- data.frame(V.TAC.sp=ls.MSE[[idx]]$V[,1,2]/ls.MSE[[idx]]$Catch.quota[,1,2],
V.TAC.su=ls.MSE[[idx]]$V[,1,3]/ls.MSE[[idx]]$Catch.quota[,1,3],
V.TAC.fa=ls.MSE[[idx]]$V[,1,4]/ls.MSE[[idx]]$Catch.quota[,1,4],
year = yr, run = paste('run',1, sep=''))
}
AAV.plot <- data.frame(AAV = abs(catchtmp[2:length(yr)]-catchtmp[1:(length(yr)-1)])/catchtmp[1:(length(yr)-1)],
year = yr[2:length(yr)], run = paste('run',1, sep=''))
for(i in 2:nruns){
ls.tmp <- ls.MSE[[i]]
if(is.list(ls.tmp)){
if(is.na(move)){
SSB.tmp <- data.frame(SSB = (ls.tmp$SSB)/(SSB0), year = yr, run = paste('run',i, sep=''))
Catch.tmp <- data.frame(Catch = ls.tmp$Catch, year = yr, run = paste('run',i, sep=''))
quota.tmp <- data.frame(Catch = ls.tmp$Catch/apply(ls.tmp$Catch.quota, MARGIN = 1, FUN = sum),
year = yr, run = paste('run',i, sep=''))
V.tmp<-data.frame(V = ls.tmp$V[,3], year = yr, run = paste('run',i, sep=''))
}else{
catchtmp <- as.numeric(apply(ls.tmp$Catch,MARGIN = 2, FUN = sum))
if(length(catchtmp) == 1){
catchtmp <- ls.MSE[[idx]]$Catch
}
SSB.tmp <- data.frame(SSB = rowSums(ls.tmp$SSB)/sum(SSB0), year = yr, run = paste('run',i, sep=''))
Catch.tmp <- data.frame(Catch = catchtmp, year = yr, run = paste('run',i, sep=''))
quota.tmp <- data.frame(Quota_frac = catchtmp/apply(ls.tmp$Catch.quota, MARGIN = 1, FUN = sum), year = yr, run = paste('run',i, sep=''))
if(ncol(ls.tmp$Catch) == 1){ #if a single area model, catch by country fixed as proportion of total
Catch.can <- ls.tmp$Catch*0.26
Catch.us <- ls.tmp$Catch*0.74
}else{
Catch.can <- apply(ls.tmp$Catch,MARGIN = c(2,3), FUN = sum)[,1]
Catch.us <- apply(ls.tmp$Catch,MARGIN = c(2,3), FUN = sum)[,2]
}
quota.tmp.can <- data.frame(Catch = Catch.can/rowSums(ls.tmp$Catch.quota[,1,]),
year = yr, run = paste('run',i, sep=''))
quota.tmp.us <- data.frame(Catch = Catch.us/rowSums(ls.tmp$Catch.quota[,2,]),
year = yr, run = paste('run',i, sep=''))
quota.tmp.can.tot<-data.frame(quota = rowSums(ls.tmp$Catch.quota[,1,]),
year = yr, run = paste('run',i, sep=''))
quota.tmp.us.tot<-data.frame(quota = rowSums(ls.tmp$Catch.quota[,2,]),
year = yr, run = paste('run',i, sep=''))
v.tmp.can <-data.frame(V = ls.tmp$V[,1,3],
year = yr, run = paste('run',i, sep=''))
v.tmp.us <-data.frame(V = ls.tmp$V[,2,3],
year = yr, run = paste('run',i, sep=''))
catch.tmp.can <- data.frame(Catch=Catch.can,
year = yr, run = paste('run',i, sep=''))
catch.tmp.us <- data.frame(Catch=Catch.us,
year = yr, run = paste('run',i, sep=''))
vtac.tmp.can<- data.frame(V.TAC=v.tmp.can$V/quota.tmp.can.tot$quota,
year = yr, run = paste('run',i, sep=''))
vtac.tmp.us<- data.frame(V.TAC =v.tmp.us$V/quota.tmp.us.tot$quota,
year = yr, run = paste('run',i, sep=''))
vtac.tmp.us.seas<-data.frame(V.TAC.sp=ls.tmp$V[,2,2]/ls.tmp$Catch.quota[,2,2],
V.TAC.su=ls.tmp$V[,2,3]/ls.tmp$Catch.quota[,2,3],
V.TAC.fa=ls.tmp$V[,2,4]/ls.tmp$Catch.quota[,2,4],
year = yr, run = paste('run',i, sep=''))
vtac.tmp.can.seas<-data.frame(V.TAC.sp=ls.tmp$V[,1,2]/ls.tmp$Catch.quota[,1,2],
V.TAC.su=ls.tmp$V[,1,3]/ls.tmp$Catch.quota[,1,3],
V.TAC.fa=ls.tmp$V[,1,4]/ls.tmp$Catch.quota[,1,4],
year = yr, run = paste('run',i, sep=''))
}
SSB.plot <- rbind(SSB.plot,SSB.tmp)
Catch.plot <- rbind(Catch.plot,Catch.tmp)
quota.plot <- rbind(quota.plot, quota.tmp)
# quota.us<- rbind(quota.us, quota.tmp.us)
#quota.can<- rbind(quota.can, quota.tmp.can)
V.ca.plot<- rbind(V.ca.plot, v.tmp.can)
V.us.plot<- rbind(V.us.plot, v.tmp.us)
Catch.can.tot<- rbind(Catch.can.tot, catch.tmp.can)
Catch.us.tot<- rbind(Catch.us.tot, catch.tmp.us)
quota.can.tot<- rbind(quota.can.tot, quota.tmp.can.tot)
quota.us.tot<- rbind(quota.us.tot, quota.tmp.us.tot)
vtac.can<- rbind(vtac.can, vtac.tmp.can)
vtac.us<- rbind(vtac.us, vtac.tmp.us)
vtac.can.seas<- rbind(vtac.can.seas, vtac.tmp.can.seas)
vtac.us.seas<- rbind(vtac.us.seas, vtac.tmp.us.seas)
AAV.tmp <- data.frame(AAV = abs(catchtmp[2:length(yr)]-catchtmp[1:(length(yr)-1)])/catchtmp[1:(length(yr)-1)],
year = yr[2:length(yr)], run = paste('run',i, sep=''))
AAV.plot <- rbind(AAV.plot, AAV.tmp)
}
}
SSB.plotquant <- SSB.plot %>%
group_by(year) %>%
summarise(med = median(SSB),
p95 = quantile(SSB, 0.95),
p25 = quantile(SSB, 0.25),
p75 = quantile(SSB, 0.75),
p5 = quantile(SSB,0.05))
p1 <- ggplot(data=SSB.plotquant, aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'SSB')+
geom_line(color="black", size = 1.5)#+geom_line(data = SSB.plot, aes(y = SSB,group = run), color = alpha('black', alpha = 0.2))
V.ca.plotquant<- V.ca.plot %>%
group_by(year) %>%
summarise(med = median(V),
p95 = quantile(V, 0.95),
p25 = quantile(V, 0.25),
p75 = quantile(V, 0.75),
p5 = quantile(V,0.05))
Catch.plotquant <- Catch.plot %>%
group_by(year) %>%
summarise(med = median(Catch)*1e-6,
p95 = quantile(Catch, 0.95)*1e-6,
p25 = quantile(Catch, 0.25)*1e-6,
p75 = quantile(Catch, 0.75)*1e-6,
p5 = quantile(Catch,0.05)*1e-6)
p2 <- ggplot(Catch.plotquant,aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'Catch (millions)')+
geom_line(color="black", size = 1.5)#+geom_line(data = Catch.plot, aes(y = Catch,group = run), color = alpha('black', alpha = 0.2))
AAV.plotquant <- AAV.plot %>%
group_by(year) %>%
summarise(med = median(AAV),
p95 = quantile(AAV, 0.95),
p25 = quantile(AAV, 0.25),
p75 = quantile(AAV, 0.75),
p5 = quantile(AAV,0.05))
p3 <- ggplot(AAV.plotquant,aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'Catch\nvariability')+
geom_line(color="black", size = 1.5)#+geom_line(data = Catch.plot, aes(y = Catch,group = run), color = alpha('black', alpha = 0.2))
quota.plotquant <- quota.plot[quota.plot$year>2010,] %>%
group_by(year) %>%
summarise(med = mean(Quota_frac),
p95 = quantile(Quota_frac, 0.95),
p25 = quantile(Quota_frac, 0.25),
p75 = quantile(Quota_frac, 0.75),
p5 = quantile(Quota_frac,0.05))
p4 <- ggplot(data=quota.plotquant, aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'SSB')+coord_cartesian(ylim = c(0.4,1.05))+
geom_line(color="black", size = 1.5)#+geom_line(data = SSB.plot, aes(y = SSB,group = run), color = alpha('black', alpha = 0.2))
p4
#cairo_pdf(filename = 'MSE_run.pdf')
#p.plot <- list(p1,p2,p3)
#p.export <- plot_grid(plotlist = p.plot, ncol = 1, align ='v')
#dev.off()
### Plot the performance metrics from Kristins spreadsheet
## Probability of S < S10
SSB.future <- SSB.plot[SSB.plot$year > 2018,]
#####KM alternative metric calculation October 10, 2019
###create Prob S<S10 stat by run and look at med across years
SSB10.stat <- SSB.future %>%
group_by(run) %>%
#filter(year>2018 & year<2028) %>%
summarise(pcnt = length(which(SSB<0.1))/length(unique(SSB.future$year)))%>%
summarise(med=median(pcnt),
p95 = quantile(pcnt, 0.95),
p25 = quantile(pcnt, 0.25),
p75 = quantile(pcnt, 0.75),
p5 = quantile(pcnt,0.05))
SSB40.stat <- SSB.future %>%
group_by(run) %>%
#filter(year>2018 & year<2028) %>%
summarise(pcnt = length(which(SSB<0.4 & SSB>0.1))/length(unique(SSB.future$year))) %>%
summarise(med=median(pcnt),
p95 = quantile(pcnt, 0.95),
p25 = quantile(pcnt, 0.25),
p75 = quantile(pcnt, 0.75),
p5 = quantile(pcnt,0.05))
Catch.plotshort <- Catch.plot %>%
group_by(run) %>%
filter(year>2018 & year<2028) %>%
summarise(avg = mean(Catch)*1e-6) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
Catch.plotlong <- Catch.plot %>%
group_by(run) %>%
filter(year>2027) %>%
summarise(avg = mean(Catch)*1e-6) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
AAV.plotshort <- AAV.plot %>%
group_by(run) %>%
summarise(avg = mean(AAV)) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
V.ca.stat <- V.ca.plot %>%
group_by(run) %>%
summarise(avg = mean(V)) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
V.us.stat <- V.us.plot %>%
group_by(run) %>%
summarise(avg = mean(V)) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
vtac.ca.stat<- vtac.can %>%
group_by(run) %>%
summarise(prop = length(which(V.TAC>(1/0.3)))/length(V.TAC)) %>%
summarise(med=median(prop),
p95 = quantile(prop, 0.95),
p25 = quantile(prop, 0.25),
p75 = quantile(prop, 0.75),
p5 = quantile(prop,0.05))
vtac.us.stat<- vtac.us %>%
group_by(run) %>%
summarise(prop = length(which(V.TAC>1))/length(V.TAC)) %>%
summarise(med=median(prop),
p95 = quantile(prop, 0.95),
p25 = quantile(prop, 0.25),
p75 = quantile(prop, 0.75),
p5 = quantile(prop,0.05))
vtac.us.seas.stat<- vtac.us.seas %>%
group_by(run) %>%
filter(year>2027) %>%
summarise(avg.sp = mean(1/V.TAC.sp),
avg.su = mean(1/V.TAC.su),
avg.fa= mean(1/V.TAC.fa)) %>%
summarise(med.sp=median(avg.sp),
med.su=median(avg.su),
med.fa=median(avg.fa))
vtac.can.seas.stat<- vtac.can.seas %>%
group_by(run) %>%
filter(year>2027) %>%
summarise(avg.sp = mean(1/V.TAC.sp),
avg.su = mean(1/V.TAC.su),
avg.fa= mean(1/V.TAC.fa)) %>%
summarise(med.sp=median(avg.sp),
med.su=median(avg.su),
med.fa=median(avg.fa))
# vtac.us.seas.stat<- vtac.us.seas %>%
# group_by(run) %>%
# summarise(prop.sp = (length(which(V.TAC.sp>1))/length(V.TAC.sp)),
# prop.su = (length(which(V.TAC.su>1))/length(V.TAC.su)),
# prop.fa= (length(which(V.TAC.fa>1))/length(V.TAC.fa))) %>%
# summarise(med.sp=median(prop.sp),
# med.su=median(prop.su),
# med.fa=median(prop.fa))
#
# vtac.can.seas.stat<- vtac.can.seas %>%
# group_by(run) %>%
# summarise(prop.sp = (length(which(V.TAC.sp>1))/length(V.TAC.sp)),
# prop.su = (length(which(V.TAC.su>1))/length(V.TAC.su)),
# prop.fa= (length(which(V.TAC.fa>1))/length(V.TAC.fa))) %>%
# summarise(med.sp=median(prop.sp),
# med.su=median(prop.su),
# med.fa=median(prop.fa))
# print(paste('percentage of years where SSB < 0.1SSB0= ',
# round(length(which(SSB.future$SSB<0.1))/length(SSB.future$SSB)*100, digits = 2),'%', sep = ''))
#
# print(paste('percentage of years where SSB > 0.1SSB0 & SSB < 0.4SSB0 = ',
# round(length(which(SSB.future$SSB>0.1 & SSB.future$SSB<0.4))/length(SSB.future$SSB)*100, digits = 2),'%', sep = ''))
# print(paste('percentage of years where SSB > 0.4SSB0 = ',
# round(length(which(SSB.future$SSB>0.4))/length(SSB.future$SSB)*100, digits = 2),'%', sep = ''))
#
#
# Catch.future <- Catch.plot[Catch.plot$year > 2018,]
#
# print(paste('percentage of Catch < 180000= ',
# round(length(which(Catch.future$Catch < 180000))/length(Catch.future$Catch)*100, digits = 2),'%', sep = ''))
#
# print(paste('percentage of Catch > 180k and < 350k= ',
# round(length(which(Catch.future$Catch > 180000 & Catch.future$Catch < 350000))/length(Catch.future$Catch)*100, digits = 2),'%', sep = ''))
#
# print(paste('percentage of Catch > 350k= ',
# round(length(which(Catch.future$Catch > 350000))/length(Catch.future$Catch)*100, digits = 2),'%', sep = ''))
#
# # Catch variability
#
# print(paste('median AAV = ',round(median(AAV.plotquant$med), digits = 2), sep = ''))
###
#p.export <- grid.arrange(p1,p2,p3)
##calculate the probability of being between 10 and 40 percent of SSB0 for 3 consecutive years
rns <- unique(SSB.future$run)
p.vals <- matrix(0, length(unique(SSB.future$run)))
for(i in 1:length(unique(SSB.future$run))){
tmp <- SSB.future[SSB.future$run == rns[i],]
for(j in 1:(length(tmp$year)-3)){
if(tmp$SSB[j]< 0.4){
if(tmp$SSB[j+1]<0.4 & tmp$SSB[j+2] <0.4 & tmp$SSB[j+2]<0.4){
p.vals[i] <- 1+p.vals[i]
}
}
}
}
p.vals <- p.vals/(length(tmp$year)-3)
## Calculate the median number of closed years
nclosed <- rep(NA, length(rns))
for(i in 1:length(unique(SSB.future$run))){
tmp <- SSB.future[SSB.future$run == rns[i],]
nclosed[i] <- length(which(tmp$SSB < 0.1))
}
# Create a table with all the objective data
indicator =
c('SSB <0.10 SSB0',
'S>0.10<0.4S0',
'S>0.4S0',
# '3 consec yrs S<S40',
# 'years closed fishery',
'AAV',
'Mean SSB/SSB0',
# 'median catch',
'short term catch',
'long term catch',
'Canada TAC/V spr',
'Canada TAC/V sum',
'Canada TAC/V fall',
'US TAC/V spr',
'US TAC/V sum',
'US TAC/V fall'
# 'yrs bio unavailable'
)
# Calculate the number of years the quota was met
t.export <- data.frame(indicator =
as.factor(indicator),
value = c(
round(length(which(SSB.future$SSB <= 0.1))/length(SSB.future$SSB), digits = 2),
round(length(which(SSB.future$SSB>0.1 & SSB.future$SSB<0.4))/length(SSB.future$SSB), digits = 2),
round(length(which(SSB.future$SSB>0.4))/length(SSB.future$SSB), digits = 2),
# round(mean(p.vals), digits = 2),
# mean(nclosed),
round(median(AAV.plotquant$med), digits = 2),
median(SSB.plotquant$med[SSB.plotquant$year > 2018]),
# median(1e6*Catch.plotquant$med[Catch.plotquant$year >2017])*1e-6,
median(1e6*Catch.plotquant$med[Catch.plotquant$year > 2018 & Catch.plotquant$year <2028])*1e-6,
median(1e6*Catch.plotquant$med[Catch.plotquant$year > 2025])*1e-6,
vtac.can.seas.stat$med.sp,
vtac.can.seas.stat$med.su,
vtac.can.seas.stat$med.fa,
vtac.us.seas.stat$med.sp,
vtac.us.seas.stat$med.su,
vtac.us.seas.stat$med.fa
# median(quota.plot[quota.plot$year > 2018,]$Quota_frac < 0.95)
)
#lower = c(
# round(length(which(SSB.future$SSB<0.1))/length(SSB.future$SSB)*100, digits = 2),
# round(length(which(SSB.future$SSB>0.1 & SSB.future$SSB<0.4))/length(SSB.future$SSB)*100, digits = 2),
# round(length(which(SSB.future$SSB>0.4))/length(SSB.future$SSB)*100, digits = 2),
# round(mean(p.vals), digits = 2),
# round(length(which(SSB.future$SSB<0.1))/length(SSB.future$SSB)*100, digits = 0),
# round(median(AAV.plotquant$med), digits = 2),
# median(SSB.plotquant$med[SSB.plotquant$year > 2017]),
# median(1e6*Catch.plotquant$med[Catch.plotquant$year >2017])*1e-6,
# median(1e6*Catch.plotquant$med[Catch.plotquant$year > 2018 & Catch.plotquant$year <2030])*1e-6
# )
)
print(t.export)
p.export = NA
# Add the seasonal stuff
ls.season <- rbind(vtac.us.seas, vtac.can.seas)
ls.season$country <- c(rep('USA',nrow(vtac.us.seas)),rep('CAN',nrow(vtac.can.seas)))
return(list(p.export,t.export,ls.season))
}
nissandjac/PacifichakeMSE documentation built on March 28, 2022, 12:26 p.m.
R Package Documentation
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Defines functions hake_objectives
Documented in hake_objectives
hake_objectives <- function(ls.MSE, SSB0, move = NA){
#'
#' @ls.mse # A list of individual MSE runs. Should contain Biomass, Catch, and df with parameters
# sim.data # Initial years of the operating model
#ls.MSE=ls.save
nruns <- length(ls.MSE)
nyears <- dim(ls.MSE[[1]][1]$Catch)[2]
if(dim(ls.MSE[[1]][1]$Catch)[2] == 1){
nyears <- dim(ls.MSE[[1]][1]$Catch)[1]
}
# Get the number of years run in that MSE
if(all(is.na(ls.MSE[[1]]))){
simyears <- nyears-(length(1966:2018))+1
}else{
simyears <- nyears-(length(1966:2018))+1
}
yr <- 1966:(2018+simyears-1)
names(ls.MSE) <- paste('run', 1:nruns, sep = '')
df <- flatten(ls.MSE)
if(is.na(move)){
SSB.plot <- data.frame(SSB = (ls.MSE[[idx]]$SSB)/(SSB0), year = yr, run = paste('run',1, sep=''))
}else{
SSB.plot <-(df[names(df) == "SSB"] %>% map(rowSums))#
data.frame(SSB = as.numeric(rowSums(ls.MSE[[idx]]$SSB))/sum(SSB0), year = yr, run = paste('run',1, sep=''))
names(SSB.plot) <- paste('run', 1:nruns, sep = '')
mylist = t(do.call('rbind',SSB.plot))
V.us.plot <- data.frame(V = ls.MSE[[idx]]$V[,2,3], year = yr, run = paste('run',1, sep='')) #vulnerable biomass at mid-year start of season 3
V.ca.plot <- data.frame(V = ls.MSE[[idx]]$V[,1,3], year = yr, run = paste('run',1, sep='')) #vulnerable biomass at mid-year start of season 3
}
if(is.na(move)){ #if there is no movement (single area model)
Catch.plot <- data.frame(Catch = ls.MSE[[idx]]$Catch, year = yr, run = paste('run',1, sep=''))
}else{
catchtmp <- as.numeric(apply(ls.MSE[[idx]]$Catch,MARGIN = 2, FUN = sum))
if(length(catchtmp) == 1){
catchtmp <- ls.MSE[[idx]]$Catch
}
Catch.plot <- data.frame(Catch = catchtmp, year = yr, run = paste('run',1, sep=''))
quota.tot <- apply(ls.MSE[[idx]]$Catch.quota, MARGIN = 1, FUN = sum)
quota.plot <- data.frame(Quota_frac = quota.tot/catchtmp, year = yr, run = paste('run',1, sep =''))
#sum quota over year by area
quota.us.tot <- data.frame(quota=rowSums(ls.MSE[[idx]]$Catch.quota[,2,]), year=yr, run=paste('run',1, sep =''))
quota.can.tot <- data.frame(quota=rowSums(ls.MSE[[idx]]$Catch.quota[,1,]), year=yr, run=paste('run',1, sep =''))
#Catch by year by area
catch.area<-apply(ls.MSE[[idx]]$Catch, MARGIN=c(2,3), FUN=sum)
Catch.us.tot<- data.frame(Catch=catch.area[,2], year=yr, run=paste('run',1, sep =''))
Catch.can.tot<- data.frame(Catch=catch.area[,1], year=yr, run=paste('run',1, sep =''))
vtac.us<- data.frame(V.TAC=V.us.plot$V/Catch.us.tot$Catch, year=yr, run=paste('run',1, sep =''))
vtac.can<- data.frame(V.TAC=V.ca.plot$V/Catch.can.tot$Catch, year=yr, run=paste('run',1, sep =''))
vtac.us.seas<- data.frame(V.TAC.sp=ls.MSE[[idx]]$V[,2,2]/ls.MSE[[idx]]$Catch.quota[,2,2],
V.TAC.su=ls.MSE[[idx]]$V[,2,3]/ls.MSE[[idx]]$Catch.quota[,2,3],
V.TAC.fa=ls.MSE[[idx]]$V[,2,4]/ls.MSE[[idx]]$Catch.quota[,2,4],
year = yr, run = paste('run',1, sep=''))
vtac.can.seas<- data.frame(V.TAC.sp=ls.MSE[[idx]]$V[,1,2]/ls.MSE[[idx]]$Catch.quota[,1,2],
V.TAC.su=ls.MSE[[idx]]$V[,1,3]/ls.MSE[[idx]]$Catch.quota[,1,3],
V.TAC.fa=ls.MSE[[idx]]$V[,1,4]/ls.MSE[[idx]]$Catch.quota[,1,4],
year = yr, run = paste('run',1, sep=''))
}
AAV.plot <- data.frame(AAV = abs(catchtmp[2:length(yr)]-catchtmp[1:(length(yr)-1)])/catchtmp[1:(length(yr)-1)],
year = yr[2:length(yr)], run = paste('run',1, sep=''))
for(i in 2:nruns){
ls.tmp <- ls.MSE[[i]]
if(is.list(ls.tmp)){
if(is.na(move)){
SSB.tmp <- data.frame(SSB = (ls.tmp$SSB)/(SSB0), year = yr, run = paste('run',i, sep=''))
Catch.tmp <- data.frame(Catch = ls.tmp$Catch, year = yr, run = paste('run',i, sep=''))
quota.tmp <- data.frame(Catch = ls.tmp$Catch/apply(ls.tmp$Catch.quota, MARGIN = 1, FUN = sum),
year = yr, run = paste('run',i, sep=''))
V.tmp<-data.frame(V = ls.tmp$V[,3], year = yr, run = paste('run',i, sep=''))
}else{
catchtmp <- as.numeric(apply(ls.tmp$Catch,MARGIN = 2, FUN = sum))
if(length(catchtmp) == 1){
catchtmp <- ls.MSE[[idx]]$Catch
}
SSB.tmp <- data.frame(SSB = rowSums(ls.tmp$SSB)/sum(SSB0), year = yr, run = paste('run',i, sep=''))
Catch.tmp <- data.frame(Catch = catchtmp, year = yr, run = paste('run',i, sep=''))
quota.tmp <- data.frame(Quota_frac = catchtmp/apply(ls.tmp$Catch.quota, MARGIN = 1, FUN = sum), year = yr, run = paste('run',i, sep=''))
if(ncol(ls.tmp$Catch) == 1){ #if a single area model, catch by country fixed as proportion of total
Catch.can <- ls.tmp$Catch*0.26
Catch.us <- ls.tmp$Catch*0.74
}else{
Catch.can <- apply(ls.tmp$Catch,MARGIN = c(2,3), FUN = sum)[,1]
Catch.us <- apply(ls.tmp$Catch,MARGIN = c(2,3), FUN = sum)[,2]
}
quota.tmp.can <- data.frame(Catch = Catch.can/rowSums(ls.tmp$Catch.quota[,1,]),
year = yr, run = paste('run',i, sep=''))
quota.tmp.us <- data.frame(Catch = Catch.us/rowSums(ls.tmp$Catch.quota[,2,]),
year = yr, run = paste('run',i, sep=''))
quota.tmp.can.tot<-data.frame(quota = rowSums(ls.tmp$Catch.quota[,1,]),
year = yr, run = paste('run',i, sep=''))
quota.tmp.us.tot<-data.frame(quota = rowSums(ls.tmp$Catch.quota[,2,]),
year = yr, run = paste('run',i, sep=''))
v.tmp.can <-data.frame(V = ls.tmp$V[,1,3],
year = yr, run = paste('run',i, sep=''))
v.tmp.us <-data.frame(V = ls.tmp$V[,2,3],
year = yr, run = paste('run',i, sep=''))
catch.tmp.can <- data.frame(Catch=Catch.can,
year = yr, run = paste('run',i, sep=''))
catch.tmp.us <- data.frame(Catch=Catch.us,
year = yr, run = paste('run',i, sep=''))
vtac.tmp.can<- data.frame(V.TAC=v.tmp.can$V/quota.tmp.can.tot$quota,
year = yr, run = paste('run',i, sep=''))
vtac.tmp.us<- data.frame(V.TAC =v.tmp.us$V/quota.tmp.us.tot$quota,
year = yr, run = paste('run',i, sep=''))
vtac.tmp.us.seas<-data.frame(V.TAC.sp=ls.tmp$V[,2,2]/ls.tmp$Catch.quota[,2,2],
V.TAC.su=ls.tmp$V[,2,3]/ls.tmp$Catch.quota[,2,3],
V.TAC.fa=ls.tmp$V[,2,4]/ls.tmp$Catch.quota[,2,4],
year = yr, run = paste('run',i, sep=''))
vtac.tmp.can.seas<-data.frame(V.TAC.sp=ls.tmp$V[,1,2]/ls.tmp$Catch.quota[,1,2],
V.TAC.su=ls.tmp$V[,1,3]/ls.tmp$Catch.quota[,1,3],
V.TAC.fa=ls.tmp$V[,1,4]/ls.tmp$Catch.quota[,1,4],
year = yr, run = paste('run',i, sep=''))
}
SSB.plot <- rbind(SSB.plot,SSB.tmp)
Catch.plot <- rbind(Catch.plot,Catch.tmp)
quota.plot <- rbind(quota.plot, quota.tmp)
# quota.us<- rbind(quota.us, quota.tmp.us)
#quota.can<- rbind(quota.can, quota.tmp.can)
V.ca.plot<- rbind(V.ca.plot, v.tmp.can)
V.us.plot<- rbind(V.us.plot, v.tmp.us)
Catch.can.tot<- rbind(Catch.can.tot, catch.tmp.can)
Catch.us.tot<- rbind(Catch.us.tot, catch.tmp.us)
quota.can.tot<- rbind(quota.can.tot, quota.tmp.can.tot)
quota.us.tot<- rbind(quota.us.tot, quota.tmp.us.tot)
vtac.can<- rbind(vtac.can, vtac.tmp.can)
vtac.us<- rbind(vtac.us, vtac.tmp.us)
vtac.can.seas<- rbind(vtac.can.seas, vtac.tmp.can.seas)
vtac.us.seas<- rbind(vtac.us.seas, vtac.tmp.us.seas)
AAV.tmp <- data.frame(AAV = abs(catchtmp[2:length(yr)]-catchtmp[1:(length(yr)-1)])/catchtmp[1:(length(yr)-1)],
year = yr[2:length(yr)], run = paste('run',i, sep=''))
AAV.plot <- rbind(AAV.plot, AAV.tmp)
}
}
SSB.plotquant <- SSB.plot %>%
group_by(year) %>%
summarise(med = median(SSB),
p95 = quantile(SSB, 0.95),
p25 = quantile(SSB, 0.25),
p75 = quantile(SSB, 0.75),
p5 = quantile(SSB,0.05))
p1 <- ggplot(data=SSB.plotquant, aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'SSB')+
geom_line(color="black", size = 1.5)#+geom_line(data = SSB.plot, aes(y = SSB,group = run), color = alpha('black', alpha = 0.2))
V.ca.plotquant<- V.ca.plot %>%
group_by(year) %>%
summarise(med = median(V),
p95 = quantile(V, 0.95),
p25 = quantile(V, 0.25),
p75 = quantile(V, 0.75),
p5 = quantile(V,0.05))
Catch.plotquant <- Catch.plot %>%
group_by(year) %>%
summarise(med = median(Catch)*1e-6,
p95 = quantile(Catch, 0.95)*1e-6,
p25 = quantile(Catch, 0.25)*1e-6,
p75 = quantile(Catch, 0.75)*1e-6,
p5 = quantile(Catch,0.05)*1e-6)
p2 <- ggplot(Catch.plotquant,aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'Catch (millions)')+
geom_line(color="black", size = 1.5)#+geom_line(data = Catch.plot, aes(y = Catch,group = run), color = alpha('black', alpha = 0.2))
AAV.plotquant <- AAV.plot %>%
group_by(year) %>%
summarise(med = median(AAV),
p95 = quantile(AAV, 0.95),
p25 = quantile(AAV, 0.25),
p75 = quantile(AAV, 0.75),
p5 = quantile(AAV,0.05))
p3 <- ggplot(AAV.plotquant,aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'Catch\nvariability')+
geom_line(color="black", size = 1.5)#+geom_line(data = Catch.plot, aes(y = Catch,group = run), color = alpha('black', alpha = 0.2))
quota.plotquant <- quota.plot[quota.plot$year>2010,] %>%
group_by(year) %>%
summarise(med = mean(Quota_frac),
p95 = quantile(Quota_frac, 0.95),
p25 = quantile(Quota_frac, 0.25),
p75 = quantile(Quota_frac, 0.75),
p5 = quantile(Quota_frac,0.05))
p4 <- ggplot(data=quota.plotquant, aes(x= year,y = med)) +
geom_ribbon(aes(ymin = p5, ymax = p95), fill = alpha('gray', alpha =0.5))+
geom_ribbon(aes(ymin = p25, ymax = p75), fill = alpha('gray', alpha =0.8))+
theme_classic()+scale_y_continuous(name = 'SSB')+coord_cartesian(ylim = c(0.4,1.05))+
geom_line(color="black", size = 1.5)#+geom_line(data = SSB.plot, aes(y = SSB,group = run), color = alpha('black', alpha = 0.2))
p4
#cairo_pdf(filename = 'MSE_run.pdf')
#p.plot <- list(p1,p2,p3)
#p.export <- plot_grid(plotlist = p.plot, ncol = 1, align ='v')
#dev.off()
### Plot the performance metrics from Kristins spreadsheet
## Probability of S < S10
SSB.future <- SSB.plot[SSB.plot$year > 2018,]
#####KM alternative metric calculation October 10, 2019
###create Prob S<S10 stat by run and look at med across years
SSB10.stat <- SSB.future %>%
group_by(run) %>%
#filter(year>2018 & year<2028) %>%
summarise(pcnt = length(which(SSB<0.1))/length(unique(SSB.future$year)))%>%
summarise(med=median(pcnt),
p95 = quantile(pcnt, 0.95),
p25 = quantile(pcnt, 0.25),
p75 = quantile(pcnt, 0.75),
p5 = quantile(pcnt,0.05))
SSB40.stat <- SSB.future %>%
group_by(run) %>%
#filter(year>2018 & year<2028) %>%
summarise(pcnt = length(which(SSB<0.4 & SSB>0.1))/length(unique(SSB.future$year))) %>%
summarise(med=median(pcnt),
p95 = quantile(pcnt, 0.95),
p25 = quantile(pcnt, 0.25),
p75 = quantile(pcnt, 0.75),
p5 = quantile(pcnt,0.05))
Catch.plotshort <- Catch.plot %>%
group_by(run) %>%
filter(year>2018 & year<2028) %>%
summarise(avg = mean(Catch)*1e-6) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
Catch.plotlong <- Catch.plot %>%
group_by(run) %>%
filter(year>2027) %>%
summarise(avg = mean(Catch)*1e-6) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
AAV.plotshort <- AAV.plot %>%
group_by(run) %>%
summarise(avg = mean(AAV)) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
V.ca.stat <- V.ca.plot %>%
group_by(run) %>%
summarise(avg = mean(V)) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
V.us.stat <- V.us.plot %>%
group_by(run) %>%
summarise(avg = mean(V)) %>%
summarise(med=median(avg),
p95 = quantile(avg, 0.95),
p25 = quantile(avg, 0.25),
p75 = quantile(avg, 0.75),
p5 = quantile(avg,0.05))
vtac.ca.stat<- vtac.can %>%
group_by(run) %>%
summarise(prop = length(which(V.TAC>(1/0.3)))/length(V.TAC)) %>%
summarise(med=median(prop),
p95 = quantile(prop, 0.95),
p25 = quantile(prop, 0.25),
p75 = quantile(prop, 0.75),
p5 = quantile(prop,0.05))
vtac.us.stat<- vtac.us %>%
group_by(run) %>%
summarise(prop = length(which(V.TAC>1))/length(V.TAC)) %>%
summarise(med=median(prop),
p95 = quantile(prop, 0.95),
p25 = quantile(prop, 0.25),
p75 = quantile(prop, 0.75),
p5 = quantile(prop,0.05))
vtac.us.seas.stat<- vtac.us.seas %>%
group_by(run) %>%
filter(year>2027) %>%
summarise(avg.sp = mean(1/V.TAC.sp),
avg.su = mean(1/V.TAC.su),
avg.fa= mean(1/V.TAC.fa)) %>%
summarise(med.sp=median(avg.sp),
med.su=median(avg.su),
med.fa=median(avg.fa))
vtac.can.seas.stat<- vtac.can.seas %>%
group_by(run) %>%
filter(year>2027) %>%
summarise(avg.sp = mean(1/V.TAC.sp),
avg.su = mean(1/V.TAC.su),
avg.fa= mean(1/V.TAC.fa)) %>%
summarise(med.sp=median(avg.sp),
med.su=median(avg.su),
med.fa=median(avg.fa))
# vtac.us.seas.stat<- vtac.us.seas %>%
# group_by(run) %>%
# summarise(prop.sp = (length(which(V.TAC.sp>1))/length(V.TAC.sp)),
# prop.su = (length(which(V.TAC.su>1))/length(V.TAC.su)),
# prop.fa= (length(which(V.TAC.fa>1))/length(V.TAC.fa))) %>%
# summarise(med.sp=median(prop.sp),
# med.su=median(prop.su),
# med.fa=median(prop.fa))
#
# vtac.can.seas.stat<- vtac.can.seas %>%
# group_by(run) %>%
# summarise(prop.sp = (length(which(V.TAC.sp>1))/length(V.TAC.sp)),
# prop.su = (length(which(V.TAC.su>1))/length(V.TAC.su)),
# prop.fa= (length(which(V.TAC.fa>1))/length(V.TAC.fa))) %>%
# summarise(med.sp=median(prop.sp),
# med.su=median(prop.su),
# med.fa=median(prop.fa))
# print(paste('percentage of years where SSB < 0.1SSB0= ',
# round(length(which(SSB.future$SSB<0.1))/length(SSB.future$SSB)*100, digits = 2),'%', sep = ''))
#
# print(paste('percentage of years where SSB > 0.1SSB0 & SSB < 0.4SSB0 = ',
# round(length(which(SSB.future$SSB>0.1 & SSB.future$SSB<0.4))/length(SSB.future$SSB)*100, digits = 2),'%', sep = ''))
# print(paste('percentage of years where SSB > 0.4SSB0 = ',
# round(length(which(SSB.future$SSB>0.4))/length(SSB.future$SSB)*100, digits = 2),'%', sep = ''))
#
#
# Catch.future <- Catch.plot[Catch.plot$year > 2018,]
#
# print(paste('percentage of Catch < 180000= ',
# round(length(which(Catch.future$Catch < 180000))/length(Catch.future$Catch)*100, digits = 2),'%', sep = ''))
#
# print(paste('percentage of Catch > 180k and < 350k= ',
# round(length(which(Catch.future$Catch > 180000 & Catch.future$Catch < 350000))/length(Catch.future$Catch)*100, digits = 2),'%', sep = ''))
#
# print(paste('percentage of Catch > 350k= ',
# round(length(which(Catch.future$Catch > 350000))/length(Catch.future$Catch)*100, digits = 2),'%', sep = ''))
#
# # Catch variability
#
# print(paste('median AAV = ',round(median(AAV.plotquant$med), digits = 2), sep = ''))
###
#p.export <- grid.arrange(p1,p2,p3)
##calculate the probability of being between 10 and 40 percent of SSB0 for 3 consecutive years
rns <- unique(SSB.future$run)
p.vals <- matrix(0, length(unique(SSB.future$run)))
for(i in 1:length(unique(SSB.future$run))){
tmp <- SSB.future[SSB.future$run == rns[i],]
for(j in 1:(length(tmp$year)-3)){
if(tmp$SSB[j]< 0.4){
if(tmp$SSB[j+1]<0.4 & tmp$SSB[j+2] <0.4 & tmp$SSB[j+2]<0.4){
p.vals[i] <- 1+p.vals[i]
}
}
}
}
p.vals <- p.vals/(length(tmp$year)-3)
## Calculate the median number of closed years
nclosed <- rep(NA, length(rns))
for(i in 1:length(unique(SSB.future$run))){
tmp <- SSB.future[SSB.future$run == rns[i],]
nclosed[i] <- length(which(tmp$SSB < 0.1))
}
# Create a table with all the objective data
indicator =
c('SSB <0.10 SSB0',
'S>0.10<0.4S0',
'S>0.4S0',
# '3 consec yrs S<S40',
# 'years closed fishery',
'AAV',
'Mean SSB/SSB0',
# 'median catch',
'short term catch',
'long term catch',
'Canada TAC/V spr',
'Canada TAC/V sum',
'Canada TAC/V fall',
'US TAC/V spr',
'US TAC/V sum',
'US TAC/V fall'
# 'yrs bio unavailable'
)
# Calculate the number of years the quota was met
t.export <- data.frame(indicator =
as.factor(indicator),
value = c(
round(length(which(SSB.future$SSB <= 0.1))/length(SSB.future$SSB), digits = 2),
round(length(which(SSB.future$SSB>0.1 & SSB.future$SSB<0.4))/length(SSB.future$SSB), digits = 2),
round(length(which(SSB.future$SSB>0.4))/length(SSB.future$SSB), digits = 2),
# round(mean(p.vals), digits = 2),
# mean(nclosed),
round(median(AAV.plotquant$med), digits = 2),
median(SSB.plotquant$med[SSB.plotquant$year > 2018]),
# median(1e6*Catch.plotquant$med[Catch.plotquant$year >2017])*1e-6,
median(1e6*Catch.plotquant$med[Catch.plotquant$year > 2018 & Catch.plotquant$year <2028])*1e-6,
median(1e6*Catch.plotquant$med[Catch.plotquant$year > 2025])*1e-6,
vtac.can.seas.stat$med.sp,
vtac.can.seas.stat$med.su,
vtac.can.seas.stat$med.fa,
vtac.us.seas.stat$med.sp,
vtac.us.seas.stat$med.su,
vtac.us.seas.stat$med.fa
# median(quota.plot[quota.plot$year > 2018,]$Quota_frac < 0.95)
)
#lower = c(
# round(length(which(SSB.future$SSB<0.1))/length(SSB.future$SSB)*100, digits = 2),
# round(length(which(SSB.future$SSB>0.1 & SSB.future$SSB<0.4))/length(SSB.future$SSB)*100, digits = 2),
# round(length(which(SSB.future$SSB>0.4))/length(SSB.future$SSB)*100, digits = 2),
# round(mean(p.vals), digits = 2),
# round(length(which(SSB.future$SSB<0.1))/length(SSB.future$SSB)*100, digits = 0),
# round(median(AAV.plotquant$med), digits = 2),
# median(SSB.plotquant$med[SSB.plotquant$year > 2017]),
# median(1e6*Catch.plotquant$med[Catch.plotquant$year >2017])*1e-6,
# median(1e6*Catch.plotquant$med[Catch.plotquant$year > 2018 & Catch.plotquant$year <2030])*1e-6
# )
)
print(t.export)
p.export = NA
# Add the seasonal stuff
ls.season <- rbind(vtac.us.seas, vtac.can.seas)
ls.season$country <- c(rep('USA',nrow(vtac.us.seas)),rep('CAN',nrow(vtac.can.seas)))
return(list(p.export,t.export,ls.season))
}
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