Created
April 22, 2020 19:38
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bp_power.R
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| out<-list() | |
| for (s1 in seq(0,.2,by=.01)) { | |
| print(s1) | |
| test<-numeric() | |
| for (i in 1:250) { | |
| N=1000 | |
| h=sqrt(.6) | |
| e=sqrt(1-h^2) | |
| m=.35 | |
| s0=sqrt(1-m^2) | |
| Mod=runif(N,-1.75,1.75) | |
| PGS=rnorm(N,0,1) | |
| Env=rnorm(N,0,1) | |
| ystar=h*PGS+e*Env #Eq. 4b | |
| s=s0+s1*Mod #s part of Eq. 4a (this is how we will program it in Mplus, so I'm illustrating that here). | |
| y=m*Mod+s*ystar #Eq. 4a (slightly different notation from word doc: here the main effect is s0 and the moderating effect is s1) | |
| library(lmtest) | |
| test[i]<-bptest(y~Mod)$p.value | |
| } | |
| out[[as.character(s1)]]<-mean(ifelse(test<.05,1,0)) | |
| } | |
| plot(names(out),unlist(out),xlab='s1',ylab='power',type='b',lwd=2) |
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