R/SummaryAGWP.r
In ForestPlots/BiomasaFP: BiomasaFP: Functions for analysing data downloaded from ForestPlots.net
#' @title SummaryAGWP
#' @description Function to estimate AGWP by plotview and census interval, including estimating unobserved recruitment and growth of trees that died between census periods using the Talbot et al. (2014) census interval correction.
#' @param xdataset Object returned by \code{\link{mergefp}}.
#' @param AGBEquation Allometric equation function to use when estimating AGB, for example \code{\link{AGBChv14}}.
#' @param dbh Name of column containing diameter data. Default is "D4".
#' @param rec.meth Method used to estimate AGWP of recruits. If 0 (default), estimates growth from starting diameter of 0mm. If another value is provided, then growth is estimated from a starting diameter of 100mm.
#' @param height.data Dataframe containing model type and parameters for height diameter model. These are matched on to the xdataset object at tree level. If NULL (default), then regional height-diameter equations (from Felpaush et al. 2012) are used.
#' @param palm.eq Logical. If TRUE the family level diameter based equation from Goodman et al 2013 is used to estimate AGB of monocots. Otherwise AGB of monocots is estimated using the allometric equation supplied to AGBEquation.
#' @param treefern Logical. If TRUE the height based equation from Tiepolo et al. 2002 is used to estimate the biomass of treeferns. If FALSE biomass is esimated using the allometric equation supplied to AGBEquation.
#' @return A data frame with PlotViewID, CensusNo, and observed and unobserved elements of AGWP, stem dynamics and AGB mortality.
#' @author Martin Sullivan, Gabriela Lopez-Gonzalez
#' @references Talbot et al. 2014. Methods to estimate aboveground wood productivity from long-term forest inventory plots. Forest Ecology and Management 320: 30-38.
#' @export
SummaryAGWP <- function (xdataset, AGBEquation, dbh ="D4",rec.meth=0,height.data=NULL,palm.eq=TRUE,treefern=TRUE){
if(all.equal(AGBEquation,BA)==TRUE & palm.eq==TRUE){
stop("Palm equation set to TRUE when calculating basal area. Please set palm.eq to FALSE")
}
#Use AGBEquation to set Chv14 argument
AGBData<-CalcAGB (xdataset, dbh,height.data=height.data,AGBFun=AGBEquation)
if(palm.eq==TRUE){
AGBData[AGBData$Monocot==1,]$AGBind<-GoodmanPalm(AGBData[AGBData$Monocot==1,dbh])
AGBData[AGBData$Monocot==1,]$AGBDead<-GoodmanPalm(AGBData[AGBData$Monocot==1,paste(dbh,"_D",sep="")])
}
if(treefern==TRUE){
AGBData[AGBData$Family=="Cyatheaceae",]$AGBind<-TiepoloTreeFern(h=AGBData[AGBData$Family=="Cyatheaceae","HtF"])
AGBData[AGBData$Family=="Cyatheaceae",]$AGBDead<-TiepoloTreeFern(h=AGBData[AGBData$Family=="Cyatheaceae","Htd"])
}
IndAL <- aggregate (Alive/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
AGBAlive <-aggregate (AGBind/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
AGBData$Census.prev<-AGBData[match(paste(AGBData$TreeID,AGBData$Census.No-1),paste(AGBData$TreeID,AGBData$Census.No)),"Census.Mean.Date"]
AGBData$Delta.time<-AGBData$Census.Mean.Date-AGBData$Census.prev
#Estimate AGB of recruits at 100mm
Height100<-height.mod(dbh=100,data=AGBData)
AGBData$AGB.100<-AGBEquation(d=100,h=Height100,wd=AGBData$WD)
if(palm.eq==TRUE){
if(length(AGBData[AGBData$Monocot==1,]$AGB.100)>0){
AGBData[AGBData$Monocot==1,]$AGB.100<-exp(-3.3488+(2.7483*log(10)))/1000
}
}
AGBData$AGWPRec<-AGBData$AGBind-AGBData$AGB.100
#Calculate growth of surviving trees
AGBData$AGB.Prev<-AGBData[match(paste(AGBData$TreeID,AGBData$PlotViewID,AGBData$Census.No-1),paste(AGBData$TreeID,AGBData$PlotViewID,AGBData$Census.No)),"AGBind"]
AGBData$Delta.AGB<-AGBData$AGBind-AGBData$AGB.Prev
AGBData$Survive2<-ifelse(AGBData$Census.No>1 & AGBData$Recruit==0 & AGBData$Alive==1 & AGBData$Snapped==0,1,0)
#Includes snapped trees - for stem dynamics
AGBData$Survive<-ifelse(AGBData$Census.No>1 & AGBData$Recruit==0 & AGBData$Alive==1 ,1,0)
AGB.surv<-aggregate(Delta.AGB/PlotArea ~ PlotViewID + Census.No, data = AGBData[AGBData$Survive2==1,], FUN=sum )
IndSurv<-aggregate(Survive/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
#Calculate mean WD per census
WD<-aggregate(WD ~ PlotViewID + Census.No, data = AGBData[AGBData$Alive==1,], FUN=function(x)mean(x,na.rm=T))
# Find Recruits
Recruits<- AGBData[AGBData$Recruit==1,]
if(rec.meth==100){
AGBRec <- aggregate (AGWPRec/PlotArea ~ PlotViewID + Census.No, data = Recruits, FUN=sum ) # NOTE: divides by PlotArea, so you get value per ha !!
}else{
AGBRec <- aggregate (AGBind/PlotArea ~ PlotViewID + Census.No, data = Recruits, FUN=sum )
}
colnames(AGBRec) <- c('PlotViewID','Census.No','AGBRec.PlotArea')
IndRec <- aggregate (Recruit/PlotArea ~ PlotViewID + Census.No, data = Recruits, FUN=sum )
#merge recruit information
Recs<- merge(AGBRec, IndRec, by = c('PlotViewID','Census.No'), all.x=TRUE)
# Dead stems get only stems that are dead and have an AGB_D, to count only dead trees ones
DeadTrees <-AGBData[AGBData$Dead==1 & !is.na(AGBData$D1_D),]
#Match in size class growth rate
IndDead <- aggregate (Dead/PlotArea ~ PlotViewID + Census.No, data = DeadTrees, FUN=sum )
AGBDe <-aggregate (AGBDead/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
#merge Dead trees
Deads <- merge(AGBDe, IndDead, by = c('PlotViewID','Census.No'),all.x=TRUE)
# Unobserved growth of dead trees
growth.rate<-SizeClassGrowth(xdataset,dbh=dbh)
dead2<-merge(DeadTrees,growth.rate,by="PlotViewID",all.x=T)
dead2$DBH.death<-ifelse(dead2[,paste(dbh,"_D",sep="")]<200,(dead2$Delta.time/2)*dead2$Class1,
ifelse(dead2[,paste(dbh,"_D",sep="")]<400,(dead2$Delta.time/2)*dead2$Class2,
(dead2$Delta.time/2)*dead2$Class3))
dead2$DBH.death<-dead2$DBH.death+dead2[,paste(dbh,"_D",sep="")]
dead2<-dead2[!is.na(dead2$TreeID),]
#Height at death
dead2$Height.dead<-height.mod(dead2$DBH.death,data=dead2)
#AGB at death
dead2$AGB.death2<-AGBEquation(d=dead2$DBH.death,h=dead2$Height.dead,wd=dead2$WD)
dead2<-dead2[!is.na(dead2$Monocot),]
if(palm.eq==TRUE){
dead2$AGB.death2[dead2$Monocot==1]<-GoodmanPalm(dead2[dead2$Monocot==1,paste(dbh,"_D",sep="")])
}
if(treefern==TRUE){
dead2[dead2$Family=="Cyatheaceae",]$AGB.death2<-TiepoloTreeFern(h=dead2[dead2$Family=="Cyatheaceae","Height.dead"])
}
dead2$Unobs.dead<-dead2$AGB.death2-dead2$AGBDead
unobs.dead<-aggregate(Unobs.dead/PlotArea~PlotViewID + Census.No, data = dead2, FUN=sum )
# merge all summaries
mergeAGBAlive <- merge (AGBAlive, IndAL, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeB <- merge(mergeAGBAlive, Recs, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeC <- merge (mergeB, Deads, by= c('PlotViewID','Census.No'),all.x=TRUE)
mergeD<-merge (mergeC,AGB.surv, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeE<-merge (mergeD,IndSurv, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeF<-merge(mergeE,unobs.dead, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeF<-merge(mergeF,WD,by=c('PlotViewID','Census.No'),all.x=TRUE)
#Correct names of merge F to be legal
names(mergeF)<-sub("/",".",names(mergeF)) # NOTE: .PlotArea replaces /PlotArea, so actually values per ha (plotarea weighted)
#Estimate growth of unobserved recruits - 1st merge growth rate data with allometric parameter data
col.keep<-intersect(c("PlotViewID","Census.No","a_par","b_par","c_par","d_par","ChaveE","Height","Delta.time","Model"),names(AGBData))
unobs.dat<-unique(AGBData[!is.na(AGBData$Delta.time),col.keep])
unobs.dat<-unobs.dat[!duplicated(paste(unobs.dat$PlotViewID,unobs.dat$Census.No)),]
unobs.dat<-merge(unobs.dat,growth.rate,by="PlotViewID",all.x=T)
#Then merge with existing data to get number of recruits and deaths
tmp<-merge(mergeF,unobs.dat,by = c('PlotViewID','Census.No'),all.x=TRUE)
#Get number of stems in previous census
tmp$PrevStems<-tmp[match(paste(tmp$PlotViewID,tmp$Census.No-1),paste(tmp$PlotViewID,tmp$Census.No)),"Alive.PlotArea"]
#Estimate recruitment and mortality rates
stems<-tmp$PrevStems
death<-tmp$Dead.PlotArea
recruits<-tmp$Recruit.PlotArea
interval<-tmp$Delta.time
tmp$rec.rate<-recruits/stems/interval
tmp$mort.rate<-death/stems/interval
#tmp$Model<-"Weibull" # Need to update
tmp$Model[is.na(tmp$Model)]<-"Weibull"
#tmp$rec.rate <- replace(tmp$rec.rate,is.na(tmp$rec.rate),0) # CHANGE: added, otherwise function doesn't work as crashes on plotviews with 0 recruitment
#tmp$mort.rate <- replace(tmp$mort.rate,is.na(tmp$mort.rate),0)
#Get time weighted mean of rec and mort rates for each plot
a<-split(tmp,f=tmp$PlotViewID)
rec1<-unlist(lapply(a,function(x)weighted.mean(x$rec.rate,x$Delta.time,na.rm=T)))
mort1<-unlist(lapply(a,function(x)weighted.mean(x$mort.rate,x$Delta.time,na.rm=T)))
rec.means<-data.frame("PlotViewID"=names(rec1),"Rec.mean"=as.numeric(rec1),stringsAsFactors=F)
mort.means<-data.frame("PlotViewID"=names(mort1),"Mort.mean"=as.numeric(mort1),stringsAsFactors=F)
plot.means<-merge(rec.means,mort.means,by="PlotViewID",all.x=T)
tmp<-merge(tmp,plot.means,by="PlotViewID",all.x=T)
#Growth of unobserved recruits
unobs.D<-tmp$Class1*tmp$Delta.time*(1/3)
#D at death
D.death<-100+unobs.D
#Get height at death
height.death<-height.mod(D.death,data=tmp)
#Height at point of recruitment
height.rec<-height.mod(100,data=tmp)
#WD_mean<-tmp$MeanWD # Commented out - mean across all censuses
WD_mean<-tmp$WD # Use mean in plot and census
#Estimate AGB at death
AGB.death<-AGBEquation(d=D.death,h=height.death,wd=WD_mean)
#Estimate AGB at point of recruitment
AGB.rec<-AGBEquation(d=100,h=height.rec,wd=WD_mean)
#Get number of unobserved recruits
unobs.rec<-tmp$Delta.time*tmp$Rec.mean*tmp$Mort.mean*tmp$PrevStems
#Get growth of unobs recruits
#Option for recruits starting at 100
if(rec.meth==100){
unobs.growth<-(unobs.rec*(AGB.death-AGB.rec))
}else{
unobs.growth<-(unobs.rec*AGB.death)
}
tmp$UnobsGrowth<-unobs.growth
tmp$UnobsRec<-unobs.rec
#Simplyfy tmp and merge with MergeF
tmp<-tmp[,c("PlotViewID","Census.No","rec.rate","mort.rate","UnobsGrowth","UnobsRec","Delta.time")]
mergeG<-merge (mergeF,tmp, by = c('PlotViewID','Census.No'),all.x=TRUE)
#Create output file
SummaryB <- mergeG
SummaryB <- SummaryB[order(SummaryB$PlotViewID, SummaryB$Census.No, decreasing=FALSE), ]
#Add AGWP per ha
SummaryB$AGWP.PlotArea<-with(SummaryB,ifelse(is.na(Delta.AGB.PlotArea),0,Delta.AGB.PlotArea)+ifelse(is.na(AGBRec.PlotArea),0,AGBRec.PlotArea)+ifelse(is.na(Unobs.dead.PlotArea),0,Unobs.dead.PlotArea)+ifelse(is.na(UnobsGrowth),0,UnobsGrowth)) # NOTE: .PlotArea means plotarea weighted so per ha
SummaryB$AGWP.PlotArea.Year<-SummaryB$AGWP.PlotArea/SummaryB$Delta.time
#Neaten up column names
names(SummaryB)<-c("PlotViewID","Census.No","AGB.ha","Stems.ha",
"AGWPrec.ha","Recruit.ha","AGBmort.ha","Mortality.ha","AGWPsurv.ha","SurvivingStems.ha","UnobsAGWPmort.ha","Mean.WD", # NOTE: from mergeF
"Recruitment.stem.year","Mortality.stem.year","UnobsAGWPrec.ha","UnobsRecruits.ha","CensusInterval", # NOTE: from tmp, all per ha as PlotArea weighted !
"AGWP.ha","AGWP.ha.year")
SummaryB$PlotCode<-xdataset[match(SummaryB$PlotViewID,xdataset$PlotViewID),"PlotCode"]
SummaryB
}
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#' @title SummaryAGWP
#' @description Function to estimate AGWP by plotview and census interval, including estimating unobserved recruitment and growth of trees that died between census periods using the Talbot et al. (2014) census interval correction.
#' @param xdataset Object returned by \code{\link{mergefp}}.
#' @param AGBEquation Allometric equation function to use when estimating AGB, for example \code{\link{AGBChv14}}.
#' @param dbh Name of column containing diameter data. Default is "D4".
#' @param rec.meth Method used to estimate AGWP of recruits. If 0 (default), estimates growth from starting diameter of 0mm. If another value is provided, then growth is estimated from a starting diameter of 100mm.
#' @param height.data Dataframe containing model type and parameters for height diameter model. These are matched on to the xdataset object at tree level. If NULL (default), then regional height-diameter equations (from Felpaush et al. 2012) are used.
#' @param palm.eq Logical. If TRUE the family level diameter based equation from Goodman et al 2013 is used to estimate AGB of monocots. Otherwise AGB of monocots is estimated using the allometric equation supplied to AGBEquation.
#' @param treefern Logical. If TRUE the height based equation from Tiepolo et al. 2002 is used to estimate the biomass of treeferns. If FALSE biomass is esimated using the allometric equation supplied to AGBEquation.
#' @return A data frame with PlotViewID, CensusNo, and observed and unobserved elements of AGWP, stem dynamics and AGB mortality.
#' @author Martin Sullivan, Gabriela Lopez-Gonzalez
#' @references Talbot et al. 2014. Methods to estimate aboveground wood productivity from long-term forest inventory plots. Forest Ecology and Management 320: 30-38.
#' @export
SummaryAGWP <- function (xdataset, AGBEquation, dbh ="D4",rec.meth=0,height.data=NULL,palm.eq=TRUE,treefern=TRUE){
if(all.equal(AGBEquation,BA)==TRUE & palm.eq==TRUE){
stop("Palm equation set to TRUE when calculating basal area. Please set palm.eq to FALSE")
}
#Use AGBEquation to set Chv14 argument
AGBData<-CalcAGB (xdataset, dbh,height.data=height.data,AGBFun=AGBEquation)
if(palm.eq==TRUE){
AGBData[AGBData$Monocot==1,]$AGBind<-GoodmanPalm(AGBData[AGBData$Monocot==1,dbh])
AGBData[AGBData$Monocot==1,]$AGBDead<-GoodmanPalm(AGBData[AGBData$Monocot==1,paste(dbh,"_D",sep="")])
}
if(treefern==TRUE){
AGBData[AGBData$Family=="Cyatheaceae",]$AGBind<-TiepoloTreeFern(h=AGBData[AGBData$Family=="Cyatheaceae","HtF"])
AGBData[AGBData$Family=="Cyatheaceae",]$AGBDead<-TiepoloTreeFern(h=AGBData[AGBData$Family=="Cyatheaceae","Htd"])
}
IndAL <- aggregate (Alive/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
AGBAlive <-aggregate (AGBind/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
AGBData$Census.prev<-AGBData[match(paste(AGBData$TreeID,AGBData$Census.No-1),paste(AGBData$TreeID,AGBData$Census.No)),"Census.Mean.Date"]
AGBData$Delta.time<-AGBData$Census.Mean.Date-AGBData$Census.prev
#Estimate AGB of recruits at 100mm
Height100<-height.mod(dbh=100,data=AGBData)
AGBData$AGB.100<-AGBEquation(d=100,h=Height100,wd=AGBData$WD)
if(palm.eq==TRUE){
if(length(AGBData[AGBData$Monocot==1,]$AGB.100)>0){
AGBData[AGBData$Monocot==1,]$AGB.100<-exp(-3.3488+(2.7483*log(10)))/1000
}
}
AGBData$AGWPRec<-AGBData$AGBind-AGBData$AGB.100
#Calculate growth of surviving trees
AGBData$AGB.Prev<-AGBData[match(paste(AGBData$TreeID,AGBData$PlotViewID,AGBData$Census.No-1),paste(AGBData$TreeID,AGBData$PlotViewID,AGBData$Census.No)),"AGBind"]
AGBData$Delta.AGB<-AGBData$AGBind-AGBData$AGB.Prev
AGBData$Survive2<-ifelse(AGBData$Census.No>1 & AGBData$Recruit==0 & AGBData$Alive==1 & AGBData$Snapped==0,1,0)
#Includes snapped trees - for stem dynamics
AGBData$Survive<-ifelse(AGBData$Census.No>1 & AGBData$Recruit==0 & AGBData$Alive==1 ,1,0)
AGB.surv<-aggregate(Delta.AGB/PlotArea ~ PlotViewID + Census.No, data = AGBData[AGBData$Survive2==1,], FUN=sum )
IndSurv<-aggregate(Survive/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
#Calculate mean WD per census
WD<-aggregate(WD ~ PlotViewID + Census.No, data = AGBData[AGBData$Alive==1,], FUN=function(x)mean(x,na.rm=T))
# Find Recruits
Recruits<- AGBData[AGBData$Recruit==1,]
if(rec.meth==100){
AGBRec <- aggregate (AGWPRec/PlotArea ~ PlotViewID + Census.No, data = Recruits, FUN=sum ) # NOTE: divides by PlotArea, so you get value per ha !!
}else{
AGBRec <- aggregate (AGBind/PlotArea ~ PlotViewID + Census.No, data = Recruits, FUN=sum )
}
colnames(AGBRec) <- c('PlotViewID','Census.No','AGBRec.PlotArea')
IndRec <- aggregate (Recruit/PlotArea ~ PlotViewID + Census.No, data = Recruits, FUN=sum )
#merge recruit information
Recs<- merge(AGBRec, IndRec, by = c('PlotViewID','Census.No'), all.x=TRUE)
# Dead stems get only stems that are dead and have an AGB_D, to count only dead trees ones
DeadTrees <-AGBData[AGBData$Dead==1 & !is.na(AGBData$D1_D),]
#Match in size class growth rate
IndDead <- aggregate (Dead/PlotArea ~ PlotViewID + Census.No, data = DeadTrees, FUN=sum )
AGBDe <-aggregate (AGBDead/PlotArea ~ PlotViewID + Census.No, data = AGBData, FUN=sum )
#merge Dead trees
Deads <- merge(AGBDe, IndDead, by = c('PlotViewID','Census.No'),all.x=TRUE)
# Unobserved growth of dead trees
growth.rate<-SizeClassGrowth(xdataset,dbh=dbh)
dead2<-merge(DeadTrees,growth.rate,by="PlotViewID",all.x=T)
dead2$DBH.death<-ifelse(dead2[,paste(dbh,"_D",sep="")]<200,(dead2$Delta.time/2)*dead2$Class1,
ifelse(dead2[,paste(dbh,"_D",sep="")]<400,(dead2$Delta.time/2)*dead2$Class2,
(dead2$Delta.time/2)*dead2$Class3))
dead2$DBH.death<-dead2$DBH.death+dead2[,paste(dbh,"_D",sep="")]
dead2<-dead2[!is.na(dead2$TreeID),]
#Height at death
dead2$Height.dead<-height.mod(dead2$DBH.death,data=dead2)
#AGB at death
dead2$AGB.death2<-AGBEquation(d=dead2$DBH.death,h=dead2$Height.dead,wd=dead2$WD)
dead2<-dead2[!is.na(dead2$Monocot),]
if(palm.eq==TRUE){
dead2$AGB.death2[dead2$Monocot==1]<-GoodmanPalm(dead2[dead2$Monocot==1,paste(dbh,"_D",sep="")])
}
if(treefern==TRUE){
dead2[dead2$Family=="Cyatheaceae",]$AGB.death2<-TiepoloTreeFern(h=dead2[dead2$Family=="Cyatheaceae","Height.dead"])
}
dead2$Unobs.dead<-dead2$AGB.death2-dead2$AGBDead
unobs.dead<-aggregate(Unobs.dead/PlotArea~PlotViewID + Census.No, data = dead2, FUN=sum )
# merge all summaries
mergeAGBAlive <- merge (AGBAlive, IndAL, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeB <- merge(mergeAGBAlive, Recs, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeC <- merge (mergeB, Deads, by= c('PlotViewID','Census.No'),all.x=TRUE)
mergeD<-merge (mergeC,AGB.surv, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeE<-merge (mergeD,IndSurv, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeF<-merge(mergeE,unobs.dead, by = c('PlotViewID','Census.No'),all.x=TRUE)
mergeF<-merge(mergeF,WD,by=c('PlotViewID','Census.No'),all.x=TRUE)
#Correct names of merge F to be legal
names(mergeF)<-sub("/",".",names(mergeF)) # NOTE: .PlotArea replaces /PlotArea, so actually values per ha (plotarea weighted)
#Estimate growth of unobserved recruits - 1st merge growth rate data with allometric parameter data
col.keep<-intersect(c("PlotViewID","Census.No","a_par","b_par","c_par","d_par","ChaveE","Height","Delta.time","Model"),names(AGBData))
unobs.dat<-unique(AGBData[!is.na(AGBData$Delta.time),col.keep])
unobs.dat<-unobs.dat[!duplicated(paste(unobs.dat$PlotViewID,unobs.dat$Census.No)),]
unobs.dat<-merge(unobs.dat,growth.rate,by="PlotViewID",all.x=T)
#Then merge with existing data to get number of recruits and deaths
tmp<-merge(mergeF,unobs.dat,by = c('PlotViewID','Census.No'),all.x=TRUE)
#Get number of stems in previous census
tmp$PrevStems<-tmp[match(paste(tmp$PlotViewID,tmp$Census.No-1),paste(tmp$PlotViewID,tmp$Census.No)),"Alive.PlotArea"]
#Estimate recruitment and mortality rates
stems<-tmp$PrevStems
death<-tmp$Dead.PlotArea
recruits<-tmp$Recruit.PlotArea
interval<-tmp$Delta.time
tmp$rec.rate<-recruits/stems/interval
tmp$mort.rate<-death/stems/interval
#tmp$Model<-"Weibull" # Need to update
tmp$Model[is.na(tmp$Model)]<-"Weibull"
#tmp$rec.rate <- replace(tmp$rec.rate,is.na(tmp$rec.rate),0) # CHANGE: added, otherwise function doesn't work as crashes on plotviews with 0 recruitment
#tmp$mort.rate <- replace(tmp$mort.rate,is.na(tmp$mort.rate),0)
#Get time weighted mean of rec and mort rates for each plot
a<-split(tmp,f=tmp$PlotViewID)
rec1<-unlist(lapply(a,function(x)weighted.mean(x$rec.rate,x$Delta.time,na.rm=T)))
mort1<-unlist(lapply(a,function(x)weighted.mean(x$mort.rate,x$Delta.time,na.rm=T)))
rec.means<-data.frame("PlotViewID"=names(rec1),"Rec.mean"=as.numeric(rec1),stringsAsFactors=F)
mort.means<-data.frame("PlotViewID"=names(mort1),"Mort.mean"=as.numeric(mort1),stringsAsFactors=F)
plot.means<-merge(rec.means,mort.means,by="PlotViewID",all.x=T)
tmp<-merge(tmp,plot.means,by="PlotViewID",all.x=T)
#Growth of unobserved recruits
unobs.D<-tmp$Class1*tmp$Delta.time*(1/3)
#D at death
D.death<-100+unobs.D
#Get height at death
height.death<-height.mod(D.death,data=tmp)
#Height at point of recruitment
height.rec<-height.mod(100,data=tmp)
#WD_mean<-tmp$MeanWD # Commented out - mean across all censuses
WD_mean<-tmp$WD # Use mean in plot and census
#Estimate AGB at death
AGB.death<-AGBEquation(d=D.death,h=height.death,wd=WD_mean)
#Estimate AGB at point of recruitment
AGB.rec<-AGBEquation(d=100,h=height.rec,wd=WD_mean)
#Get number of unobserved recruits
unobs.rec<-tmp$Delta.time*tmp$Rec.mean*tmp$Mort.mean*tmp$PrevStems
#Get growth of unobs recruits
#Option for recruits starting at 100
if(rec.meth==100){
unobs.growth<-(unobs.rec*(AGB.death-AGB.rec))
}else{
unobs.growth<-(unobs.rec*AGB.death)
}
tmp$UnobsGrowth<-unobs.growth
tmp$UnobsRec<-unobs.rec
#Simplyfy tmp and merge with MergeF
tmp<-tmp[,c("PlotViewID","Census.No","rec.rate","mort.rate","UnobsGrowth","UnobsRec","Delta.time")]
mergeG<-merge (mergeF,tmp, by = c('PlotViewID','Census.No'),all.x=TRUE)
#Create output file
SummaryB <- mergeG
SummaryB <- SummaryB[order(SummaryB$PlotViewID, SummaryB$Census.No, decreasing=FALSE), ]
#Add AGWP per ha
SummaryB$AGWP.PlotArea<-with(SummaryB,ifelse(is.na(Delta.AGB.PlotArea),0,Delta.AGB.PlotArea)+ifelse(is.na(AGBRec.PlotArea),0,AGBRec.PlotArea)+ifelse(is.na(Unobs.dead.PlotArea),0,Unobs.dead.PlotArea)+ifelse(is.na(UnobsGrowth),0,UnobsGrowth)) # NOTE: .PlotArea means plotarea weighted so per ha
SummaryB$AGWP.PlotArea.Year<-SummaryB$AGWP.PlotArea/SummaryB$Delta.time
#Neaten up column names
names(SummaryB)<-c("PlotViewID","Census.No","AGB.ha","Stems.ha",
"AGWPrec.ha","Recruit.ha","AGBmort.ha","Mortality.ha","AGWPsurv.ha","SurvivingStems.ha","UnobsAGWPmort.ha","Mean.WD", # NOTE: from mergeF
"Recruitment.stem.year","Mortality.stem.year","UnobsAGWPrec.ha","UnobsRecruits.ha","CensusInterval", # NOTE: from tmp, all per ha as PlotArea weighted !
"AGWP.ha","AGWP.ha.year")
SummaryB$PlotCode<-xdataset[match(SummaryB$PlotViewID,xdataset$PlotViewID),"PlotCode"]
SummaryB
}
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