Objective
Ben and I would like to talk over some of our results from ED, start discussing and thinking about a paper that uses the model and field results, we have started outlining a manuscript here.
Met Inputs
- dlwrf — downward long wave radiation (W m-2)
- nbdsf — near infrared beam downward solar radiation (W m-2)
- nddsf — near IR diffuse downward solar radiation (W m-2)
- vbdsf — visible beam downward solar radiation (W m-2)
- vddsf — visible diffuse downward solar radiation (W m-2)
- prate — precipitation rate (kgH2O m-2 s-1)
- pres — atmospheric pressure (Pa)
- hgt — geopotential height (m)
- ugrd — zonal wind (m s-1)
- vgrd — meridional wind (m s-1)
- sh — specific humidity (kgH2O kgAir-1)
- tmp — air temperature (K)
met_data <- as.data.table(read.csv(file.path(BASE_DIR, 'A.inputs', 'monthly_mean_met.csv')))
met_data$date <- ymd(paste(met_data$year, met_data$month, '01', sep = '/'))
long_met_data <- melt(met_data, measure.vars = c("nbdsf", "nddsf", "vbdsf", "vddsf",
"prate", "dlwrf", "pres", "hgt", "ugrd",
"vgrd", "sh", "tmp"),
variable.name = 'variable', value.name = 'value')
long_met_data <- as.data.table(long_met_data[, c("date", "variable", "value", "year")])
var_info <- data.table(variable = c('dlwrf', 'nbdsf', 'nddsf', 'vbdsf',
'vddsf', 'prate', 'pres', 'hgt',
'ugrd', 'vgrd', 'sh', 'tmp'),
description = c('downward long wave radiation',
'near infrared beam downward solar radiation',
'near IR diffuse downward solar radiation',
'visible beam downward solar radiation',
'visible diffuse downward solar radiation',
'precipitation rate',
'atmospheric pressure',
'geopotential height',
'zonal wind',
'meridional wind',
'specific humidity',
'air temperature'),
units = c('W m-2', 'W m-2', 'W m-2', 'W m-2',
'W m-2', 'kgH2O m-2 s-1', 'Pa', 'm',
'm s-1', 'm s-', 'kgH2O kgAir-1', 'K'))
long_met_data <- long_met_data[var_info, on = 'variable']
long_met_data <- long_met_data[variable != 'hgt', ] # exclude the geo spatial height on cause it doesn't
annual_data <- long_met_data[ , list('value' = mean(value), 'min' = min(value), 'max' = max(value)),
by = list(year, variable)]
ADD_BACKGROUND(plot = ggplot(data = annual_data)) +
geom_ribbon(aes(year, ymin = min, ymax = max), fill = 'grey') +
geom_line(aes(year, min), color = 'grey') +
geom_line(aes(year, max), color = 'grey') +
geom_line(aes(year, value)) +
facet_wrap('variable', scales = 'free') +
labs(y = NULL, title = 'Annual met data with annual max and min')

Control Results
The control, baseline, or 0 harvest ED results.
# Process the data to plot, the annual values.
exp_object$NPP[scn == 'harvest 0', ] %>%
.[ , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>%
.[ , list(year, variable, unit, scn, value)] %>%
unique() ->
NPP_to_plot
exp_object$LAI[scn == 'harvest 0', ] %>%
.[ , value := sum(value), by = c('datetime', 'variable', 'unit', 'scn')] %>%
.[ , list(datetime, variable, unit, scn, value)] %>%
unique() ->
LAI_to_plot
exp_object$NEP[scn == 'harvest 0', ] %>%
.[ , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>%
.[ , list(year, variable, unit, scn, value)] %>%
unique() ->
NEP_to_plot
exp_object$ABG[scn == 'harvest 0', ] %>%
.[ , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>%
.[ , list(year, variable, unit, scn, value)] %>%
unique() ->
ABG_to_plot
exp_object$GPP[scn == "harvest 0", ] %>%
.[ , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>%
.[ , list(year, variable, unit, scn, value)] %>%
unique() ->
GPP_to_plot
ADD_BACKGROUND(plot = ggplot(data = NPP_to_plot)) +
geom_line(aes(year, value), size = 1) +
THEME +
labs(title ='NPP',
x = 'Year',
y = unique(exp_object$NPP[scn == 'harvest 0', ][['unit']]), caption = NULL) ->
NPP_plot
ADD_BACKGROUND(plot = ggplot(data = LAI_to_plot)) +
geom_point(aes(datetime, value)) +
THEME +
labs(title ='LAI',
x = 'Year',
y = unique(exp_object$LAI[scn == 'harvest 0', ][['unit']]), caption = NULL, size = 0.01) ->
LAI_plot
ADD_BACKGROUND(ggplot(NEP_to_plot)) +
geom_line(aes(year, value), size = 1) +
THEME +
labs(title ='NEP',
x = 'Year',
y = unique(exp_object$NEP[scn == 'harvest 0', ][['unit']]), caption = NULL) ->
NEP_plot
ADD_BACKGROUND(ggplot(ABG_to_plot)) +
geom_line(aes(year, value), size = 1) +
THEME +
labs(title ='ABG',
x = 'Year',
y = unique(exp_object$ABG[scn == 'harvest 0', ][['unit']]), caption = NULL) ->
ABG_plot
ADD_BACKGROUND(ggplot(GPP_to_plot)) +
geom_point(aes(year, value), size = 1) +
THEME +
labs(title = 'GPP',
x = 'Year',
y = 'kg/m2/yr', caption = NULL) ->
GPP_plot
plot_grid(ABG_plot, NPP_plot, NEP_plot, LAI_plot, GPP_plot)

Experiment 1
Near bare ground runs starting in 1900 until 2030. The 0, 45, 65, 85 disturbance severity treatments are applied in late May 2018.
Above Ground Biomass
exp_object$ABG$datetime <- date(exp_object$ABG$datetime)
data <- exp_object$ABG[ , value := sum(value),
by = c("datetime", "scn", "unit", "year", "severity")]
ggplot(data = data) +
ADD_DISTURBANCE_LINE_MONTH +
geom_line(aes(datetime, value, color = severity,
group = interaction(scn, pft_name)),
size = 1.5) +
THEME +
ADD_COLORS +
labs(x = 'Year', y = unique(exp_object$ABG$unit), title = 'ABG')

GPP
GPP <- exp_object$GPP
GPP <- dplyr::bind_rows(add_disturbance_severity(list(GPP)))
GPP$datetime <- date(GPP$datetime)
GPP$PFT <- as.character(GPP$PFT)
GPP <- GPP[year %in% 2000:2030, ]
# Add the cohort labels to the data
split(GPP, interaction(GPP$datetime, GPP$severity, GPP$PFT), drop = TRUE) %>%
lapply(function(x){
x$cohort <- LETTERS[1:nrow(x)]
return(x)
}) %>%
rlist::list.rbind() ->
GPP_cohort
to_plot <- GPP_cohort[year %in% 2018:2020, ]
to_plot$value <- to_plot$value / 12
to_plot %>%
ggplot(aes(datetime, value, group = interaction(cohort, severity), color = severity)) +
ADD_DISTURBANCE_LINE_MONTH +
geom_line(size = 2) +
facet_grid(. ~ pft_name) +
THEME +
ADD_COLORS +
labs(title = 'GPP per Cohort',
y = 'kgC/m2/month',
x = 'Date')

NPP
ggplot(exp_object$NPP[year %in% 2010:2030, ]) +
ADD_DISTURBANCE_LINE_ANNUAL +
geom_line(aes(year, value, color = severity,
group = interaction(scn, pft_name)), size = 1.5) +
THEME +
coord_cartesian(xlim = c(2010, 2025)) +
labs(x = 'Year', y = unique(exp_object$NPP$unit), title = 'Annual NPP') +
ADD_COLORS

h0 <- as.data.table(h0_object$df_cohort[[1]])[ ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]
h45 <- as.data.table(h45_object$df_cohort[[1]])[ ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]
h65 <- as.data.table(h65_object$df_cohort[[1]])[ ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]
h85 <- as.data.table(h85_object$df_cohort[[1]])[ ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]
h0$severity <- '0'
h45$severity <- '45'
h65$severity <- '65'
h85$severity <- '85'
NPP <- rbind(h0, h45, h65, h85)
# Convert the NPP units from per plant to unit area
NPP$value <- NPP$MMEAN_NPP_CO * NPP$NPLANT
NPP$unit <- unique(exp_object$NPP$unit)
NPP <- NPP[, c("datetime", "PFT", "severity", "value", 'unit')]
NPP$year <- lubridate::year(NPP$datetime)
NPP$datetime <- date(NPP$datetime)
monthly_NPP <- NPP
NPP_monthly <- monthly_NPP[, value := sum(value), by = c("datetime", "severity", "unit", "year")]
NPP_monthly$value <- NPP_monthly$value / 12
NPP_monthly %>%
.[year %in% 2018:2020] %>%
ggplot(aes(datetime, value, color = severity)) +
ADD_DISTURBANCE_LINE_MONTH +
ADD_COLORS +
geom_line(size = 1.5) +
THEME +
labs(title = 'Monthly NPP', y = 'kgC/m2/month', x = 'Time')

NEP
exp_object$NEP %>%
dplyr::filter(year >= 2010 & year <= 2021) %>%
ggplot() +
geom_vline(xintercept = 2019, color = 'grey', size = 1.5) +
geom_line(aes(year, value, color = severity), size = 1.5) +
THEME +
ADD_COLORS +
labs(x = 'Year', y = unique(exp_object$NEP$unit), title = 'Annual NEP')

h0 <- as.data.table(h0_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]
h45 <- as.data.table(h45_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]
h65 <- as.data.table(h65_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]
h85 <- as.data.table(h85_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]
h0$severity <- '0'
h45$severity <- '45'
h65$severity <- '65'
h85$severity <- '85'
NEP <- rbind(h0, h45, h65, h85)
NEP$unit <- unique(exp_object$NEP$unit)
NEP <- NEP[, c("datetime", "severity", "value" = "MMEAN_NEP_PY")]
names(NEP) <- c("datetime", "severity", "value")
NEP$year <- lubridate::year(NEP$datetime)
NEP$datetime <- date(NEP$datetime)
NEP %>%
dplyr::filter(year >= 2018 & year <= 2020) %>%
dplyr::mutate(value = value / 12,
units = 'kg/m2/month') %>%
ggplot() +
ADD_DISTURBANCE_LINE_MONTH +
geom_line(aes(datetime, value, color = severity), size = 1.5) +
THEME +
ADD_COLORS +
labs(x = 'Year', y ='kg/m2/month', title = 'Monthly NEP')

Heterotrophic Respiration
h0 <- as.data.table(h0_object$df_scalar[[1]])[ ,list(datetime, MMEAN_RH_PY)]
h45 <- as.data.table(h45_object$df_scalar[[1]])[ ,list(datetime, MMEAN_RH_PY)]
h65 <- as.data.table(h65_object$df_scalar[[1]])[ ,list(datetime, MMEAN_RH_PY)]
h85 <- as.data.table(h85_object$df_scalar[[1]])[ ,list(datetime, MMEAN_RH_PY)]
h0$severity <- '0'
h45$severity <- '45'
h65$severity <- '65'
h85$severity <- '85'
RH <- rbind(h0, h45, h65, h85)
RH$datetime <- as_date(RH$datetime )
units <- 'kg/m2/month'
RH$MMEAN_RH_PY <- RH$MMEAN_RH_PY / 12
RH[datetime >= ymd('2018-06-01') & datetime <= ymd('2021-01-01'), ] %>%
ggplot(aes(datetime, MMEAN_RH_PY, color = severity)) +
ADD_DISTURBANCE_LINE_MONTH +
geom_line(size = 1.5) +
THEME +
labs(title = 'Monthly Heterotrophic Respiration',
y = units,
x = 'Date Time') +
ADD_COLORS

LAI
exp_object$LAI$year <- year(exp_object$LAI$datetime)
exp_object$LAI %>%
dplyr::filter(year >= 2018 & year <= 2020) %>%
dplyr::filter(pft_name == 'Temperate broadleaf, early successional') %>%
ggplot() +
ADD_DISTURBANCE_LINE_MONTH +
geom_line(aes(datetime, value, color = severity), size = 1.5) +
ADD_COLORS +
THEME +
labs(x = 'Year', y = unique(exp_object$LAI$unit), title = 'Monthly LAI') +
facet_wrap('pft_name', ncol = 1)

Carbon Cycling Resistance
Carbon Cycling Resistance
\[r = \ln \left( {\frac{{F_{{\text{dist}}} }}{{F_{{\text{cont}}} }}} \right)\] Equation 1 from Gough 2020.
exp_object$NPP[year %in% 2018:2030, ] %>%
.[, list(pft_name, year, variable, unit, value, severity)] %>%
# Make the table wide by disturbance severity treatment.
dcast(data = ., pft_name + year + variable + unit ~ severity) %>%
# Now gather all of the distubrance treatments into a single column so that the
# control values are recorded in their own column.
melt(data = ., id.vars = c("pft_name", "year", "variable", "unit", "0"),
measure.vars = c('45', '65', '85'), variable.name = 'severity',
value.name = 'treatment_value') %>%
# Rename the columns
.[ , list(pft_name, year, variable, unit, control = `0`, severity, dist = treatment_value)] %>%
# Now calculate r
.[ , r := log(dist/control)] ->
NPP_r
NPP_r %>%
ggplot(aes(year, r, color = severity)) +
geom_line(size = 1.5) +
ADD_COLORS +
THEME +
labs(title = 'NPP Resistance Values',
y = expression('r'[npp]),
x = 'Year')

---
title: "2020/12/08 FoRTE ED Disturbance Meeting 1"
author: "Kalyn Dorheim"
date: "`r format(Sys.time(), '%d %B, %Y')`"
output: 
  html_notebook: 
    toc: true
    toc_float:
      toc_collapsed: true
    toc_depth: 3
---


# Objective  

Ben and I would like to talk over some of our results from ED, start discussing and thinking about a paper that uses the model and field results, we have started outlining a manuscript [here](https://docs.google.com/document/d/1BmvoAWvRMgxKSYQ0D3s0Q4W4P3WXFnrK1W6y0kLBkRc/edit).


```{r setup, include=FALSE, message=FALSE, warning=FALSE}
# The defaults for the chunks
knitr::opts_chunk$set(echo = TRUE, fig.width = 6, fig.height = 6)

# Load the required libs 
library(ggplot2)
library(magrittr)
library(data.table)
library(cowplot)
library(lubridate)
library(purrr)
library(fortedata)

BASE_DIR <- here::here()
THEME    <- theme_bw(base_size = 20)

ALPHA <- 0.05

# Function that adds the colored background to a plot that uses monthly data. 
# Args
#   plot: a ggplot object containing monthly data 
# Returns: a ggplot object with the color coded background
MONTHLY_BACKGROUND <- function(plot){
  
  # The different background colors depending on what meterological data is being used. 
  BCK_GRND1 <- '#dcffcc'
  BCK_GRND2 <- '#9fdfcd'
  BCK_GRND3 <- '#baabda'
  
  plot + 
    geom_rect(aes(xmin=ymd('1900-01-01'), xmax = ymd('1979-12-01'),
                  ymin = -Inf, ymax = Inf), fill = BCK_GRND1, alpha = ALPHA) +
    geom_rect(aes(xmin=ymd('1980-01-01'), xmax = ymd('2015-12-01'),
                  ymin = -Inf, ymax = Inf), fill = BCK_GRND2, alpha = ALPHA) +
    geom_rect(aes(xmin=ymd('2016-01-01'), xmax = ymd('2029-01-01'),
                  ymin = -Inf, ymax = Inf), fill = BCK_GRND3, alpha = ALPHA) + 
    labs(caption = 'colored background: looped over 1979 - 1978, obs. 1979 - 2016, avg 2008 - 2018') 
}

# Function that adds the colored background to a plot that uses annual data. 
# Args
#   plot: a ggplot object containing monthly data 
# Returns: a ggplot object with the color coded background
ANNUAL_BACKGROUND <- function(plot){
  
    # The different background colors depending on what meterological data is being used. 
  BCK_GRND1 <- '#dcffcc'
  BCK_GRND2 <- '#9fdfcd'
  BCK_GRND3 <- '#baabda'
  
  plot + 
    geom_rect(aes(xmin=1900, xmax = 1979,
                  ymin = -Inf, ymax = Inf), fill = BCK_GRND1, alpha = ALPHA) +
    geom_rect(aes(xmin=1979, xmax = 2015,
                  ymin = -Inf, ymax = Inf), fill = BCK_GRND2, alpha = ALPHA) +
    geom_rect(aes(xmin=2015, xmax = 2029,
                  ymin = -Inf, ymax = Inf), fill = BCK_GRND3, alpha = ALPHA) + 
    labs(caption = 'colored background: looped over 1979 - 1978, obs. 1979 - 2016, avg 2008 - 2018')
}

# Function that adds a color codded background based
# Args:
#   plot: a ggplot object of monthly or annual met data 
# Returns: a ggplot object with the color coded background
ADD_BACKGROUND <- function(plot){
  
  if(any(c('date', 'datetime') %in% names(plot$data))){
    p <- MONTHLY_BACKGROUND(plot)
  } else if ('year' %in% names(plot$data)){
    p <- ANNUAL_BACKGROUND(plot)
  }
  return(p)
}

# Add a line to indicate when the disturbance takes place
ADD_DISTURBANCE_LINE_MONTH  <- geom_vline(xintercept = date('2019-05-01'), color = 'grey', size = 2)
ADD_DISTURBANCE_LINE_ANNUAL <- geom_vline(xintercept = 2019, color = 'grey', size = 2)

# Add the treatment colors based on the color pallate from fortedata
DISTURBANCE_COLORS <- c("0" = "#000000", "45" = "#009E73", "65" = "#0072B2", "85" = "#D55E00")
ADD_COLORS <- scale_color_manual(values = DISTURBANCE_COLORS) 


# Import the ED results 
# Note that this is the object created with the drake frame work, 
# there should be some better way to trigger this.
exp_object <- readRDS(file.path(BASE_DIR, 'ED-outputs', "exp-1.rds"))
exp_object <- map(exp_object, function(x){ x[year < 2030, ] }) 

# Update the data for with the disturbance severity
add_disturbance_severity <- function(list){
  y <- map(list, function(x){
    x[data.table(scn = c("harvest 0", "harvest 45", "harvest 65", "harvest 85"), 
                 severity = c("0", "45", "65", "85")), on = 'scn'] 
  })
  return(y)
}

exp_object <- add_disturbance_severity(exp_object)



#  Read in the objects incase we want to work with data that has been added to the drake data processing pipeline. 
h0_object  <- readRDS(file.path(BASE_DIR, 'ED-outputs', 'exp-1', 'harvest_0_above.rds'))
h45_object <- readRDS(file.path(BASE_DIR, 'ED-outputs', 'exp-1', 'harvest_45_above.rds'))
h65_object <- readRDS(file.path(BASE_DIR, 'ED-outputs', 'exp-1', 'harvest_65_above.rds'))
h85_object <- readRDS(file.path(BASE_DIR, 'ED-outputs', 'exp-1', 'harvest_85_above.rds'))
```



# Met Inputs 

> 
* dlwrf — downward long wave radiation (W m-2)
* nbdsf — near infrared beam downward solar radiation (W m-2)
* nddsf — near IR diffuse downward solar radiation (W m-2)
* vbdsf — visible beam downward solar radiation (W m-2)
* vddsf — visible diffuse downward solar radiation (W m-2)
* prate — precipitation rate (kgH2O m-2 s-1)
* pres — atmospheric pressure (Pa)
* hgt — geopotential height (m)
* ugrd — zonal wind (m s-1)
* vgrd — meridional wind (m s-1)
* sh — specific humidity (kgH2O kgAir-1)
* tmp — air temperature (K)

```{r, fig.width = 12, fig.height = 6, warning=FALSE}
met_data <- as.data.table(read.csv(file.path(BASE_DIR, 'A.inputs', 'monthly_mean_met.csv')))
met_data$date <- ymd(paste(met_data$year, met_data$month, '01', sep = '/'))

long_met_data <- melt(met_data, measure.vars = c("nbdsf", "nddsf", "vbdsf", "vddsf",
                                                 "prate", "dlwrf", "pres", "hgt", "ugrd", 
                                                 "vgrd", "sh", "tmp"),
                      variable.name = 'variable', value.name = 'value')
long_met_data <- as.data.table(long_met_data[, c("date", "variable", "value", "year")])

var_info <- data.table(variable = c('dlwrf', 'nbdsf', 'nddsf', 'vbdsf',
                                    'vddsf', 'prate', 'pres', 'hgt', 
                                    'ugrd', 'vgrd', 'sh', 'tmp'), 
                       description = c('downward long wave radiation', 
                                       'near infrared beam downward solar radiation', 
                                       'near IR diffuse downward solar radiation', 
                                       'visible beam downward solar radiation',
                                       'visible diffuse downward solar radiation', 
                                       'precipitation rate', 
                                       'atmospheric pressure', 
                                       'geopotential height', 
                                       'zonal wind',
                                       'meridional wind', 
                                       'specific humidity',
                                       'air temperature'),  
                       units = c('W m-2', 'W m-2', 'W m-2', 'W m-2',
                                 'W m-2', 'kgH2O m-2 s-1', 'Pa', 'm',
                                 'm s-1', 'm s-', 'kgH2O kgAir-1', 'K'))
long_met_data <- long_met_data[var_info, on = 'variable']
long_met_data <- long_met_data[variable != 'hgt', ] # exclude the geo spatial height on cause it doesn't 
```


```{r}
annual_data <- long_met_data[ , list('value' = mean(value), 'min' = min(value), 'max' = max(value)),
                              by = list(year, variable)]

ADD_BACKGROUND(plot = ggplot(data = annual_data)) +
  geom_ribbon(aes(year, ymin = min, ymax = max), fill = 'grey') + 
  geom_line(aes(year, min), color = 'grey') + 
  geom_line(aes(year, max), color = 'grey') + 
  geom_line(aes(year, value)) +
  facet_wrap('variable', scales = 'free') + 
  labs(y = NULL, title = 'Annual met data with annual max and min')
```




# Control Results

The control, baseline, or 0 harvest ED results. 

```{r, fig.width=8, fig.height=6}
# Process the data to plot, the annual values. 
exp_object$NPP[scn == 'harvest 0', ] %>%  
    .[  , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>% 
    .[ , list(year, variable, unit, scn, value)] %>% 
  unique() -> 
  NPP_to_plot

exp_object$LAI[scn == 'harvest 0', ] %>%
  .[  , value := sum(value), by = c('datetime', 'variable', 'unit', 'scn')] %>% 
  .[ , list(datetime, variable, unit, scn, value)] %>%  
  unique() -> 
  LAI_to_plot

exp_object$NEP[scn == 'harvest 0', ] %>%  
  .[  , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>% 
  .[ , list(year, variable, unit, scn, value)] %>%  
  unique() -> 
  NEP_to_plot

exp_object$ABG[scn == 'harvest 0', ] %>%  
  .[  , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>% 
  .[ , list(year, variable, unit, scn, value)] %>%  
  unique() -> 
  ABG_to_plot

exp_object$GPP[scn == "harvest 0", ] %>%  
  .[  , value := sum(value), by = c('year', 'variable', 'unit', 'scn')] %>% 
  .[ , list(year, variable, unit, scn, value)] %>%  
  unique() -> 
  GPP_to_plot


ADD_BACKGROUND(plot = ggplot(data = NPP_to_plot)) + 
  geom_line(aes(year, value), size = 1) +
  THEME +
  labs(title ='NPP',
       x = 'Year', 
       y = unique(exp_object$NPP[scn == 'harvest 0', ][['unit']]), caption = NULL) -> 
  NPP_plot

ADD_BACKGROUND(plot = ggplot(data = LAI_to_plot)) + 
  geom_point(aes(datetime, value)) + 
  THEME + 
  labs(title ='LAI',
       x = 'Year', 
       y = unique(exp_object$LAI[scn == 'harvest 0', ][['unit']]), caption = NULL, size = 0.01) -> 
  LAI_plot

ADD_BACKGROUND(ggplot(NEP_to_plot)) + 
  geom_line(aes(year, value), size = 1) +
  THEME + 
  labs(title ='NEP',
       x = 'Year', 
       y = unique(exp_object$NEP[scn == 'harvest 0', ][['unit']]), caption = NULL) -> 
  NEP_plot

ADD_BACKGROUND(ggplot(ABG_to_plot)) + 
  geom_line(aes(year, value), size = 1) + 
  THEME + 
  labs(title ='ABG',
       x = 'Year', 
       y = unique(exp_object$ABG[scn == 'harvest 0', ][['unit']]), caption = NULL) -> 
  ABG_plot

ADD_BACKGROUND(ggplot(GPP_to_plot)) + 
  geom_point(aes(year, value), size = 1) + 
  THEME + 
  labs(title = 'GPP', 
       x = 'Year', 
       y = 'kg/m2/yr', caption = NULL) -> 
  GPP_plot

plot_grid(ABG_plot, NPP_plot, NEP_plot, LAI_plot, GPP_plot)

```



# Experiment 1 

Near bare ground runs starting in 1900 until 2030. The 0, 45, 65, 85 disturbance severity treatments are applied in late May 2018.

## Above Ground Biomass

```{r, fig.width = 12, fig.height = 6}
exp_object$ABG$datetime <- date(exp_object$ABG$datetime)
data <- exp_object$ABG[  , value := sum(value), 
                         by = c("datetime", "scn", "unit", "year", "severity")] 
ggplot(data = data) + 
  ADD_DISTURBANCE_LINE_MONTH + 
  geom_line(aes(datetime, value, color = severity, 
                group = interaction(scn, pft_name)),
            size = 1.5) + 
  THEME + 
  ADD_COLORS + 
  labs(x = 'Year', y = unique(exp_object$ABG$unit), title = 'ABG') 
```


## GPP 

```{r}
GPP <- exp_object$GPP
GPP <- dplyr::bind_rows(add_disturbance_severity(list(GPP)))
GPP$datetime <- date(GPP$datetime)
GPP$PFT <- as.character(GPP$PFT)
GPP <- GPP[year %in% 2000:2030, ] 


# Add the cohort labels to the data
split(GPP, interaction(GPP$datetime, GPP$severity, GPP$PFT), drop = TRUE) %>% 
  lapply(function(x){
    
    x$cohort <- LETTERS[1:nrow(x)]
    return(x)
    
  }) %>%  
  rlist::list.rbind() -> 
  GPP_cohort


to_plot <- GPP_cohort[year %in% 2018:2020, ] 
to_plot$value <- to_plot$value / 12
to_plot %>%  
  ggplot(aes(datetime, value, group = interaction(cohort, severity), color = severity)) + 
  ADD_DISTURBANCE_LINE_MONTH +
  geom_line(size = 2) + 
  facet_grid(. ~ pft_name) + 
  THEME + 
  ADD_COLORS + 
  labs(title = 'GPP per Cohort', 
       y = 'kgC/m2/month', 
       x = 'Date')
```

## NPP 

```{r}
ggplot(exp_object$NPP[year %in% 2010:2030, ]) +
  ADD_DISTURBANCE_LINE_ANNUAL +
  geom_line(aes(year, value, color = severity, 
                group = interaction(scn, pft_name)), size = 1.5) + 
  THEME + 
  coord_cartesian(xlim = c(2010, 2025)) + 
  labs(x = 'Year', y = unique(exp_object$NPP$unit), title = 'Annual NPP') + 
  ADD_COLORS
```

```{r}
h0 <- as.data.table(h0_object$df_cohort[[1]])[  ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]
h45 <- as.data.table(h45_object$df_cohort[[1]])[  ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]
h65 <- as.data.table(h65_object$df_cohort[[1]])[  ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]
h85 <- as.data.table(h85_object$df_cohort[[1]])[  ,list(datetime, MMEAN_NPP_CO, PFT, DBH, NPLANT)]

h0$severity  <- '0'
h45$severity <- '45'
h65$severity <- '65'
h85$severity <- '85'

NPP <- rbind(h0, h45, h65, h85)
# Convert the NPP units from per plant to unit area
NPP$value <- NPP$MMEAN_NPP_CO * NPP$NPLANT
NPP$unit  <- unique(exp_object$NPP$unit)
NPP <- NPP[, c("datetime", "PFT", "severity", "value", 'unit')]
NPP$year <- lubridate::year(NPP$datetime)
NPP$datetime <- date(NPP$datetime)
monthly_NPP <- NPP

NPP_monthly <- monthly_NPP[, value := sum(value), by = c("datetime", "severity", "unit", "year")]
NPP_monthly$value <- NPP_monthly$value / 12

NPP_monthly %>% 
  .[year %in% 2018:2020] %>%  
  ggplot(aes(datetime, value, color = severity)) + 
  ADD_DISTURBANCE_LINE_MONTH +
  ADD_COLORS +
  geom_line(size = 1.5) + 
  THEME + 
  labs(title = 'Monthly NPP', y = 'kgC/m2/month', x = 'Time') 
```

## NEP 

```{r}
exp_object$NEP %>% 
  dplyr::filter(year >= 2010 & year <= 2021) %>% 
  ggplot() + 
  geom_vline(xintercept = 2019, color = 'grey', size = 1.5) + 
  geom_line(aes(year, value, color = severity), size = 1.5) + 
  THEME + 
  ADD_COLORS +
  labs(x = 'Year', y = unique(exp_object$NEP$unit), title = 'Annual NEP')
```

```{r}
h0 <- as.data.table(h0_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]
h45 <- as.data.table(h45_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]
h65 <- as.data.table(h65_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]
h85 <- as.data.table(h85_object$df_scalar[[1]])[ ,list(datetime, MMEAN_NEP_PY)]

h0$severity  <- '0'
h45$severity <- '45'
h65$severity <- '65'
h85$severity <- '85'

NEP <- rbind(h0, h45, h65, h85)
NEP$unit  <- unique(exp_object$NEP$unit)
NEP <- NEP[, c("datetime", "severity", "value" = "MMEAN_NEP_PY")]
names(NEP) <- c("datetime", "severity", "value")
NEP$year <- lubridate::year(NEP$datetime)
NEP$datetime <- date(NEP$datetime)

NEP %>% 
  dplyr::filter(year >= 2018 & year <= 2020) %>% 
  dplyr::mutate(value = value / 12, 
                units = 'kg/m2/month') %>% 
  ggplot() + 
  ADD_DISTURBANCE_LINE_MONTH + 
  geom_line(aes(datetime, value, color = severity), size = 1.5) + 
  THEME + 
  ADD_COLORS +
  labs(x = 'Year', y ='kg/m2/month', title = 'Monthly NEP')

```

## Heterotrophic Respiration

```{r}
h0 <- as.data.table(h0_object$df_scalar[[1]])[  ,list(datetime, MMEAN_RH_PY)]
h45 <- as.data.table(h45_object$df_scalar[[1]])[  ,list(datetime, MMEAN_RH_PY)]
h65 <- as.data.table(h65_object$df_scalar[[1]])[  ,list(datetime, MMEAN_RH_PY)]
h85 <- as.data.table(h85_object$df_scalar[[1]])[  ,list(datetime, MMEAN_RH_PY)]

h0$severity  <- '0'
h45$severity <- '45'
h65$severity <- '65'
h85$severity <- '85'

RH    <- rbind(h0, h45, h65, h85)
RH$datetime <- as_date(RH$datetime )
units <- 'kg/m2/month'
RH$MMEAN_RH_PY <- RH$MMEAN_RH_PY / 12

RH[datetime >= ymd('2018-06-01') & datetime <= ymd('2021-01-01'), ] %>% 
ggplot(aes(datetime, MMEAN_RH_PY, color = severity)) + 
  ADD_DISTURBANCE_LINE_MONTH +
  geom_line(size = 1.5) + 
  THEME + 
  labs(title = 'Monthly Heterotrophic Respiration', 
       y = units,
       x = 'Date Time') + 
  ADD_COLORS
```


## LAI 


```{r}

exp_object$LAI$year <- year(exp_object$LAI$datetime)
exp_object$LAI %>% 
  dplyr::filter(year >= 2018 & year <= 2020) %>% 
  dplyr::filter(pft_name == 'Temperate broadleaf, early successional') %>% 
  ggplot() + 
  ADD_DISTURBANCE_LINE_MONTH + 
  geom_line(aes(datetime, value, color = severity), size = 1.5) + 
  ADD_COLORS +
  THEME + 
  labs(x = 'Year', y = unique(exp_object$LAI$unit), title = 'Monthly LAI') + 
  facet_wrap('pft_name', ncol = 1)
```


## Carbon Cycling Resistance

Carbon Cycling Resistance

$$r = \ln \left( {\frac{{F_{{\text{dist}}} }}{{F_{{\text{cont}}} }}} \right)$$ Equation 1 from Gough 2020. 

```{r}

exp_object$NPP[year %in% 2018:2030, ] %>%  
  .[, list(pft_name, year, variable, unit, value, severity)] %>% 
  # Make the table wide by disturbance severity treatment. 
  dcast(data = ., pft_name + year + variable + unit ~ severity) %>%
  # Now gather all of the distubrance treatments into a single column so that the 
  # control values are recorded in their own column. 
  melt(data = ., id.vars = c("pft_name", "year", "variable", "unit", "0"), 
       measure.vars = c('45', '65', '85'), variable.name = 'severity', 
       value.name = 'treatment_value') %>%  
  # Rename the columns 
  .[ , list(pft_name, year, variable, unit, control = `0`, severity, dist = treatment_value)] %>% 
  # Now calculate r 
  .[ , r := log(dist/control)] -> 
  NPP_r
  
NPP_r %>%   
ggplot(aes(year, r, color = severity)) + 
  geom_line(size = 1.5) + 
  ADD_COLORS + 
  THEME + 
  labs(title = 'NPP Resistance Values', 
       y = expression('r'[npp]), 
       x = 'Year')
```
