# Global hourly insolation on Mars horizontal surface [Wh/m2].
#
# Based on equations presented in the following publication:
# Appelbaum, Joseph & Flood, Dennis. (1990). Solar radiation on Mars. Solar Energy. 45. 353–363. 10.1016/0038-092X(90)90156-7.
# https://ntrs.nasa.gov/?R=19890018252
#
#' Title
#'
#' @param Ls
#' @param phi
#' @param longitude
#' @param tau
#' @param Ts_start
#' @param Ts_end
#' @param al
#'
#' @return
#' @export
I_h = function(Ls, phi, longitude, tau, Ts_start, Ts_end, al=albedo(latitude=phi, longitude=longitude, tau=tau)){
# Step 1: Constrain Ts_start and Ts_end based on sunrise and sunset times.
# Apply solar time range constraint.
T_range = constrain_solar_time_range(Ls=Ls, phi=phi, Ts_start=Ts_start, Ts_end=Ts_end)
# No solar irradiance within the contrained time range.
if(is.null(T_range)){
return(0)
}else{
# Constrain the time range.
Ts_start = T_range$Ts_start
Ts_end = T_range$Ts_end
}
# Step 2: Calculate insolation.
# The integrand for Equation 19 (1990).
integrand = function(Ts){
Gh = G_h(Ls=Ls, phi=phi, longitude=longitude, Ts=Ts, tau=tau, al=al)
return(Gh)
}
# Global hourly insolation on Mars horizontal surface.
Ih = integrate(integrand, Ts_start, Ts_end)
return(Ih$value)
}
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