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#' Run a Cropping System Model (CSM) simulation
#'
#' @export
#'
#' @md
#'
#' @param model_function a rendered model produced by
#' [csmbuilder::csm_render_model()]
#'
#' @param y_init a vector of initial values for the model state variables
#'
#' @param t an optional vector of time points for which simulated model outputs
#' are desired
#'
#' @param ... additional arguments to pass to model_function for simulation
#'
#' @param method numerical integration method to be used. See [deSolve::ode()]
#' for more details
#'
#' @returns
#' a data frame with one row for each time point specified by `t`
#'
#' @examples
#'
#' # Define state variables
#' lv_state <- csm_create_state(
#' c("x", "y"),
#' definition = c("prey", "predator"),
#' units = c("rabbits per square km", "foxes per square km"),
#' expression(~alpha*x-beta*x*y, ~delta*x*y-gamma*y))
#'
#' # Define parameters
#' lv_parameters <- csm_create_parameter(
#' c("alpha", "beta", "gamma", "delta"),
#' definition = c("maximum prey per capita growth rate",
#' "effect of predator population on prey death rate",
#' "predator per capita death rate",
#' "effect of prey population on predator growth rate"),
#' units = c("rabbits per rabbit", "per fox",
#' "foxes per fox", "foxes per rabbit"))
#'
#' # Define model
#' lotka_volterra_model <-
#' csm_create_model(
#' state = lv_state,
#' parms = lv_parameters)
#'
#' # Render model into a callable R function
#' lotka_volterra_fun <-
#' csm_render_model(lotka_volterra_model,
#' output_type = "function",
#' language = "R")
#'
#' # Run model simulation
#' lotka_volterra_out <-
#' csm_run_sim(model_function = lotka_volterra_fun,
#' y_init = c(x = 10,
#' y = 10),
#' t = csm_time_vector(0, 100, 0.01),
#' parms = c(alpha = 1.1,
#' beta = 0.4,
#' gamma = 0.1,
#' delta = 0.4))
#'
csm_run_sim <- function(model_function,
y_init,
t,
...,
method = "euler"){
if(!requireNamespace('deSolve', quietly = TRUE)){
"The csm_run_sim() function requires the deSolve package," |>
paste0(" which is not currently installed.\n") |>
paste0("Please install with install.packages('deSolve') and try again.") |>
stop()
}
deSolve::ode(y = y_init,
times = t,
func = model_function,
...,
method = method)
}
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