Nothing
fPump <- function(pump, H){
w1 <- 3000 ##synchronous rpm frequency
wm <- 2870 ##rpm frequency with slip when applying voltage at 50 Hz
s <- (w1-wm)/w1
fen <- 50 ##Nominal electrical frequency
fmin <- sqrt(H/pump$a)
fmax <- with(pump, (-b*Qmax+sqrt(b^2*Qmax^2-4*a*(c*Qmax^2-H)))/(2*a))
##fb is rotation frequency (Hz) of the pump,
##fe is the electrical frequency applied to the motor
##which makes it rotate at a frequency fb (and therefore also the pump).
fb <- seq(fmin,min(60,fmax),length = 1000) #The maximum frequency is 60
fe <- fb/(1-s)
###Flow
Q <- with(pump, (-b*fb-sqrt(b^2*fb^2-4*c*(a*fb^2-H)))/(2*c))
Qmin <- 0.1*pump$Qn*fb/50
Q <- Q+(Qmin-Q)*(Q<Qmin)
###Hydraulic power
Ph <- 2.725*Q*H
###Mechanical power
Q50 <- 50*Q/fb
H50 <- H*(50/fb)^2
etab <- with(pump, j*Q50^2+k*Q50+l)
Pb50 <- 2.725*H50*Q50/etab
Pb <- Pb50*(fb/50)^3
###Electrical power
Pbc <- Pb*50/fe
etam <- with(pump, g*(Pbc/Pmn)^2+h*(Pbc/Pmn)+i)
Pmc <- Pbc/etam
Pm <- Pmc*fe/50
Pac <- Pm
##Pdc = Pm/(etac*(1-cab))
###I build functions for flow, frequency and powers
###to adjust the AC power.
fQ <- splinefun(Pac,Q)
fFreq <- splinefun(Pac,fe)
fPb <- splinefun(Pac,Pb)
fPh <- splinefun(Pac,Ph)
lim <- c(min(Pac),max(Pac))
##lim marks the operating range of the pump
result <- list(lim = lim,
fQ = fQ,
fPb = fPb,
fPh = fPh,
fFreq = fFreq)
}
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