I am trying to conduct a power analysis on a multilevel longitudinal model (pre-existing household panel dataset) and am having trouble figuring out how to do it (or if it is even needed in the first place, however I am assuming that I will be asked the question by reviewers if I do not include it). I am using R for all analysis (lme4 package) and would therefore prefer an R solution if possible (but it doesn’t have to be).
Below is a summary of the model.
Outcome DV
- Job satisfaction measured over time (up to 10 time points)
Level 1 (within-person) variables:
- Time
- Personality trait 1
- Personality trait 2
- Personality trait 3
- Personality trait 4
- Personality trait 5
- Employment status (part-time or full-time, coded as 0 or 1)
- Monthly gross income
Level 2 (between-person) variables:
- Time (the between-person component of the level 1 variable)
- Personality trait 1 (the between-person component of the level 1 variable)
- Personality trait 2 (the between-person component of the level 1 variable)
- Personality trait 3 (the between-person component of the level 1 variable)
- Personality trait 4 (the between-person component of the level 1 variable)
- Personality trait 5 (the between-person component of the level 1 variable)
- Employment status (the between-person component of the level 1 variable)
- Monthly gross income (the between-person component of the level 1 variable)
- Gender
- Average age
Cross-level interaction:
- Time (level 1) x Personality Trait 1 (level 2)
The model has job satisfaction as its outcome variable where I am interested in modelling the growth in job satisfaction as a consequence of between-person (level 2) extraversion (hence the cross-level interaction). Individuals serve as the level two clusters (N = 7,275) and observations of time serve as the primary level one predictor (N = 23,974, unbalanced such that different individuals have different N observations). All other variables are covariates and for all time-varying covariates I have split them into their within-person and between-person components (hence the double-up at level 1 and level 2 for all variables but age and gender).
Any help would be appreciated.