How close to failure should I lift?
For strength, estimated reps in reserve made no clear difference; for size, closer gained more. Exploratory: reps in reserve were estimated, not measured, and fit was modest. Not endurance athletes.
Robinson and colleagues gathered trials from earlier meta-analyses of failure, velocity loss and set structures, and estimated for each group the reps in reserve at which sets ended: from training to failure, reported velocity, reported RIR, or load and reps through prediction equations (method details from the preprint).
They then regressed strength and muscle size on estimated RIR, adjusted for load, method of volume equating, duration and training status.
The abstract gives the finding: in all best-fit models for strength, the confidence intervals of the marginal slopes contained a null point estimate; in all best-fit models for hypertrophy, the slopes were negative with intervals that did not contain the null, so size rose as sets ended closer to failure. Fit was "modest".
The authors conclude that the optimal proximity may differ between strength and hypertrophy, that the exact relationship remains unclear, and that caution is warranted given the exploratory nature. In the preprint, 243 strength effects came from 55 studies and 140 hypertrophy effects from 26.
There too, fixed effects explained 12.29% (strength, SMD) and 19.2% (hypertrophy, SMD) of the variance, and the prediction intervals span zero widely. Our reading: the direction for strength supports stopping short for endurance athletes. The slope for size is small and rests on a modelled predictor. It does not reach to a "how many reps in reserve" number.
Protocol
Key Results
From the preprint (PREPRINT numbers, not checked against the journal version). β is the marginal slope per estimated RIR.
| Outcome and metric | Best fit | Effects, studies | Marginal / conditional R² | β (95% CI; 95% PI) |
|---|---|---|---|---|
| Strength, SMD | linear-log | 243, 55 | 12.29% / 78.66% | 0.003 (−0.012, 0.018; −0.675, 0.682) |
| Strength, response ratio | linear | 243, 55 | 29.04% / 59.41% | −0.059 (−0.304, 0.186; −12.944, 14.732) |
| Hypertrophy, SMD | linear | 140, 26 | 19.2% / 72.09% | −0.019 (−0.035, −0.004; −0.551, 0.513) |
| Hypertrophy, response ratio | linear | 140, 26 | 26.38% / 63.24% | −0.48 (−0.78, −0.179; −9.811, 9.817) |
Mechanisms
Practical Application
Limitations
How this entry was checked and changed
a meta-regression of volume-equated comparisons would sit at A-; held at B+ because the predictor itself is an estimate, the fit is modest, the authors call it exploratory, and the preprint says it was done without a systematic search or preregistration. The level grades the published paper; its detailed numbers are the preprint's and were not checked against the journal version