RM.pwr.anova.test: RM.pwr.anova.test

In magoulet93/RM.pwr: Calculate effective number of participant when repeating measurements

Description

This function calculates the effective number of participants in a power analysis for a one-way ANOVA with independant samples after considering the effect of the number of measurement for each dependent variable and the intra-class correlation of these measurements.

Arguments

f	Cohen's f effect size
sig.level	Alpha level
power	Desired statistical power
k	Number of groups
corr	Intra-class correlation between the replicated measurements.
m	Number of replicated measurements.

Details

The function returns the effective number of participants to attain the specified statistical power. You do not need to specify that n is NULL. For more details about this statistical power adjustment, see Goulet & Cousineau (2019).

References

Goulet, M.A. & Cousineau, D. (2019). The power of replicated measures to increase statistical power. Advances in Methods and Practices in Psychological Sciences, 2(3), 199-213. DOI:10.1177/2515245919849434

See Also

pwr.anova.test

Examples

# Calculating the effective sample size for a one-way anova with independant groups.
# Intra-class correlation is .2 and number of replicated measurements is 75.

RM.pwr.anova.test(
 f = 0.2, # Want to detect a Cohen's f of 0.5
 k = 4,
 sig.level = .05,
 power = .95,
 .2,
 m = 75
)

magoulet93/RM.pwr documentation built on May 5, 2020, 7:18 a.m.