Weekly loadWeekly load, monotony and strain in a sample week
From the daily loads of a week, Foster (1998) derived two metrics. Monotony is the week's daily mean divided by the standard deviation of the daily values, so it rises the less the days differ. Strain is weekly load times monotony and becomes high when a week brings a lot of load and is uniform at the same time.
Foster followed 25 experienced athletes in an observational study. A high percentage of illnesses could be accounted for by periods in which individual athletes exceeded individually identifiable training thresholds, mostly related to strain. So Foster describes individual thresholds, not general cutoffs: the study gives no value above which monotony or strain becomes critical for everyone.
| Day | Duration (min) | RPE (0–10) | Load (AU) |
|---|
| Monday | 60 | 6 | 360 |
| Tuesday | 60 | 7 | 420 |
| Wednesday | Rest day | – | 0 |
| Thursday | 60 | 7 | 420 |
| Friday | 45 | 4 | 180 |
| Saturday | 90 | 8 | 720 |
| Sunday | Rest day | – | 0 |
| Week | 315 | – | 2,100 |
Sample week with five sessions and two rest days; load = duration × RPE
Weekly load: 2,100 AU. Daily mean: 2,100 ÷ 7 = 300 AU. Standard deviation: 240 AU, calculated as in Tletify and the template: the population standard deviation of all seven daily values (denominator 7, not 6). Monotony: 300 ÷ 240 = 1.25 (no unit). Strain: 2,100 × 1.25 = 2,625 AU. The rest days enter the calculation as 0 AU.
If the same athlete spreads the 2,100 AU over six sessions of 300, 315, 315, 360, 360 and 450 AU with just one rest day, the standard deviation drops to about 131 AU. Monotony rises to 2.29 and strain to 4,809 AU, with the same weekly load. How to distribute load over weeks and months is covered in our guide to periodization.