How heavy for strength, and how light for jumps?
Across 295 studies: heaviest for 1RM, about 30% 1RM for jumps, 40-70% for power. Uncontrolled effects, %1RM estimated from reps if unstated; it gives no rule for when to add load.
Swinton and colleagues reused a database of strength and conditioning studies (1962 to 2018) and modelled the improvement in each outcome against duration, outcome domain and training dose, adding predictors only if they improved leave-one-out predictive accuracy. Of 295 studies and 535 groups, 372 groups did resistance training alone.
Analyses covered time points up to 26 weeks, the median being 8 weeks. The best model held duration, the average number of sets, and an interaction between outcome and load as a smooth function of %1RM. Maximum strength responded most (0.79, 95% CrI 0.74-0.84) and sprint performance least (0.39, 0.32-0.46), with jump, power and change of direction near 0.5.
Each added week was worth about 0.03 SMD and each added set per session about 0.05. The load profile differed by outcome: for strength it rose with load, with an inflection near 70% 1RM; for jump it fell with load, largest near 30% 1RM; for power it was parabolic, greatest at about 40-70% 1RM; for sprint it rose with load; change of direction showed no clear pattern.
Sessions per week, number of exercises, sex and training status did not improve the model. Our reading: a broad map of what loads suit what outcome. It describes averages over whole programmes and says nothing about how to move load or reps from one session to the next. Its averaging is the authors' first-named limitation.
Protocol
Key Results
| Predictor | Estimate (95% CrI) | Model comparison |
|---|---|---|
| Pooled effect, null model | 0.55 (0.51-0.60); between-study SD 0.33 | reference |
| Each week of training | 0.03 (0.02-0.04) | improved (-12.1, SE 4.2) |
| Outcome: strength / jump / power / change of direction / sprint | 0.79 (0.74-0.84) / 0.53 (0.47-0.59) / 0.52 (0.45-0.58) / 0.51 (0.39-0.63) / 0.39 (0.32-0.46) | improved (-46.8, SE 12.0) |
| Each extra set per session | 0.05 (0.03-0.07); resistance-only 0.07 (0.04-0.09) | improved, linear |
| Overall intensity, low to medium / low to high | 0.07 (0.00-0.15) / 0.10 (0.01-0.19) | improved (-6.6, SE 2.2) |
| Load as %1RM (smooth) | monotonic, non-linear; reduced incline from 65 to 100% | improved (-18.0, SE 4.5) |
| Reps per set (smooth) | effect falls with more reps, slowing after ten | limited evidence (-6.4, SE 3.7) |
| Sessions per week / exercises per session | no improvement | +3.4 (SE 2.0) / +1.0 (SE 2.6) |
| Sex / training status | no improvement | +2.9 (SE 2.3) / +0.2 (SE 2.3) |
| Outcome by load interaction | profiles differ | Table 2: -11.7 (SE 4.8) |
Negative differences mean a better model. Effect sizes are standardised mean changes from baseline in single arms, not differences against a control.
Mechanisms
Practical Application
Limitations
How this entry was checked and changed
read from the full text (open access, CC BY). The size would suggest A or A-; held at B+ because control groups were not required and effects are single-arm changes compared indirectly across studies, risk of bias was not assessed, no attempt was made to assess certainty, and %1RM was estimated from reps per set wherever a study did not state it (share not printed)