anovapowersim is designed to make determining a priori
power for ANOVAs as easy as possible. You can add as many within/between
factors with as many levels as you would like. There’s no need to
estimate condition means, SDs, or repeated-measures correlations; just
enter the target partial eta squared.
The package simulates data and estimates power based on the specified design. It also provides direct power calculations for comparison.
Getting a priori power for a 2 × 2 × 3 mixed interaction effect is as simple as running the following:
library(anovapowersim)
power_n(
between = c(group = 2), # group has 2 levels
within = c(stim = 2, cond = 3), # stim has 2 levels, cond has 3
term = "group:stim:cond", # three-way interaction term
target_pes = 0.08, # target effect size
n_sims = 5000, # increase to 10000+ for more precise estimates
power = .80,
alpha = .05,
parallel = TRUE, # simulations will be run in parallel for speed
seed = 123 # for reproducibility
)#><anovapowersim_curve>
#> term: 'group:stim:cond'
#> target power: 0.800
#> alpha: 0.05
#> effect size: pes = 0.08
#> n values: 7 per-cell sample sizes visited
#> sims per cell size: 5000
#> n needed for between-subjects cell: 30
#> total N needed: 60
#>
#> n_per_cell total_n n_sims num_df den_df ncp power_calc power_sim
#> 24 48 5000 2 92 8.000 0.702 0.702
#> 27 54 5000 2 104 9.043 0.760 0.758
#> 28 56 5000 2 108 9.391 0.777 0.787
#> 29 58 5000 2 112 9.739 0.793 0.796
#> 30 60 5000 2 116 10.087 0.808 0.817
#> 36 72 5000 2 140 12.174 0.881 0.886
#> 48 96 5000 2 188 16.348 0.958 0.961
anovapowersim is currently in development. You can
install it from GitHub using the devtools package:
# Install devtools if you haven't already
install.packages("devtools")
# Install anovapowersim from GitHub
devtools::install_github("shaheedazaad/anovapowersim")A preprint is in preparation.
anovapowersim is designed to be simple and easy to use
first, which means it has some limitations for now. It does not
support:
I recommend checking out Superpower,
which handles some of the limitations above.