#' Create a power curve for a specific Ti level using the zero turbulence method
#'
#' \code{ZTTrainTiSpecificTurbineModel} calculates the site-specific power curve using the
#' zero-turbulence method set out in the draft version of IEC 61400-12-1 (2013).
#' This should be the fourth (and final) stage in calculating a site-specific
#' power curve using the zero-turbulence power curve methdology.
#'
#' The input to this function is generated by
#' \code{\link{ZTTrainFinalTurbineModel}}.
#'
#' @param PC.param a set of parameters describing the power curve
#' @param ws observations of wind speed
#' @param Ti observations of turbulence intensity
#' @param power observations of power
#' @param rho
#' @param NewTi the new value of turbulence intensity
#' @return ZTTiSpecificTurbineModel site specific power curve
#' @export
#'
#' @family zero-turbulence power curve methods
#'
ZTTrainTiSpecificTurbineModel <- function(PC.param,
ws,
Ti,
power,
rho = 1.225,
newTi){
# start by simulating the integral power for the time series of wind speed and
# turbulence during power performance testing
PsimIobs = SimPC(PC.param = PC.param, # PC.param contains power.rated.
ws = ws,
Ti = Ti,
rho = rho)
# simulate the integral power for the test site time series, using the
# turbulence at the target site. For data that are outside the range, we use the nearest extreme.
if (NROW(newTi) == 1){
newTi = rep(newTi,NROW(ws))
}
PsimNewSite = SimPC(PC.param = PC.param,
ws = ws,
Ti = newTi,
rho = rho)
# Now use the test site power data to "correct" the observed power.
PINewSite = power - PsimIobs + PsimNewSite
# finally bin the data to create a power curve for the target site, and return it
return(ZTTiSpecificTurbineModel = PCTrainTurbineModel(ws = ws,
power = PINewSite,
ws.max = max(ws)))
}
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