Nothing
context("test-power_oneway_within")
# error messages
test_that("error messages", {
expect_error(power_oneway_within(), "argument \"design_result\" is missing, with no default" )
})
#Function check
test_that("2w and 3w", {
K <- 2
n <- 34
sd <- 1
r <- 0.5
alpha = 0.05
f <- 0.25
f2 <- f^2
ES <- f2/(f2+1)
mu <- mu_from_ES(K = K, ES = ES)
design = paste(K,"w",sep="")
design_result1 <- ANOVA_design(design = design,
n = n,
mu = mu,
sd = sd,
r = r, plot = FALSE)
expect_equal(power_oneway_within(design_result1, alpha_level = 0.05)$power,
pwr::pwr.t.test(d = 0.5,
n = 34,
sig.level = 0.05,
type = "paired",
alternative = "two.sided")$power*100,
tolerance = .001) #example from validation files
K <- 3
n <- 20
sd <- 1
r <- 0.8
f <- 0.25
f2 <- f^2
ES <- f2 / (f2 + 1)
mu <- mu_from_ES(K = K, ES = ES)
design = paste(K,"w",sep = "")
design_result2 <- ANOVA_design(design = design,
n = n,
mu = mu,
sd = sd,
r = r, plot = FALSE)
#Formula used by G*Power for within design
f <- 0.25 #Cohen's f
k <- 1 #number of groups
m <- 3 #number of measures
n <- 20 #total sample size
e <- 1 #non-spericity correction
r <- 0.8 #correlation between dependent variables
alpha <- 0.05 #alpha level
df1 <- (m - 1) * e #calculate degrees of freedom 1
df2 <- (n - k) * (m - 1) * e #calculate degrees of freedom 2
lambda <- (n * m * f^2) / (1 - r) # lambda for within ANOVA
F_critical <- qf(alpha, # critical F-vaue
df1,
df2,
lower.tail = FALSE)
pow <- pf(qf(alpha, #power
df1,
df2,
lower.tail = FALSE),
df1,
df2,
lambda,
lower.tail = FALSE)
expect_equal(power_oneway_within(design_result2, alpha_level = 0.05)$power,
pow*100,
tolerance = .01) #example from validation files
})
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