| Literature DB >> 35000021 |
John W D Lea1, Jamie M O'Driscoll2, Sabina Hulbert2, James Scales3, Jonathan D Wiles2.
Abstract
BACKGROUND: The validity of ratings of perceived exertion (RPE) during aerobic training is well established; however, its validity during resistance exercise is less clear. This meta-analysis used the known relationships between RPE and exercise intensity (EI), heart rate (HR), blood lactate (BLa), blood pressure (BP) and electromyography (EMG) to determine the convergent validity of RPE as a measure of resistance exercise intensity and physiological exertion, during different forms of resistance exercise. Additionally, this study aims to assess the effect of several moderator variables on the strength of the validity coefficients, so that clearer guidance can be given on the use of RPE during resistance exercise.Entities:
Keywords: Exercise intensity; Physiological exertion; RPE; Strength training; Workload
Year: 2022 PMID: 35000021 PMCID: PMC8742800 DOI: 10.1186/s40798-021-00386-8
Source DB: PubMed Journal: Sports Med Open ISSN: 2198-9761
Fig. 1Exercise intensity variables and common terminology. Rep(s) = repetition(s), Workload could be substituted with force, torque or %MVC
Participant and study features and coding
| Type | Feature | Categories | Coding |
|---|---|---|---|
| Participant | Age of participants | Mean years | Nos. |
| Sex of participants | Male | 1 | |
| Female | 2 | ||
| Both | 3 | ||
| Resistance training level | Sedentary | 1 | |
| < 6 month | 2 | ||
| > 6 month | 3 | ||
| > 1 Year | 4 | ||
| Elite level | 5 | ||
| Exercise | Muscle action | Dynamic | 1 |
| Concentric | 2 | ||
| Eccentric | 3 | ||
| Isometric | 4 | ||
| Body segment | Upper | 1 | |
| Lower | 2 | ||
| Whole | 3 | ||
| Protocol | Continuous | 1 | |
| Intermittent | 2 | ||
| Workload range | (% 1RM) | Nos. | |
| RPE Scale | Scale used | Borg 6–20 | 1 |
| CR-10 | 2 | ||
| OMNI-RES | 3 | ||
| ERF | 4 | ||
| Borg words | 5 | ||
| IES | 6 | ||
| NRS | 7 | ||
| PTD | 8 | ||
| RES + RIR | 9 | ||
| Number of points | – | Nos. | |
| Fixed maximum | Yes | 1 | |
| No | 2 | ||
| Rating mode | Estimation | 1 | |
| Production | 2 | ||
| Rating type | Active muscle | 1 | |
| Overall | 2 | ||
| Sessional | 3 | ||
| Study | Outcome measure | EI | 1 |
| HR | 3 | ||
| EMG | 3 | ||
| BLa | 4 | ||
| EI variable manipulated | Workload | 1 | |
| No. reps | 2 | ||
| Rep time | 3 | ||
| Rest time | 4 |
Coding, nominal coding used to allow analysis as a categorical variable. ERF, estimated repetitions to failure [28], Borg words, Borg CR-10 verbal cues with no numerical cues [29]. IES, Isometric Exercise Scale [30–32], NRS, Numerical Rating Scale [11, 18], PTD, perceived task duration [33], RES + RIR, resistance exercise specific RPE with repetitions in reserve [19]
Fig. 2PRISMA flowchart illustrating the phases of the search and study selection
Fig. 3Forest plot showing the weighted validity coefficients (solid squares) and 95% confidence intervals (solid horizontal lines) for each study included in the ‘all measures’ analysis. The bottom row indicates the overall random-effects validity coefficient (solid diamond). Key study characteristics are presented next to each study; the ‘–' symbol indicates data that were unavailable
Fig. 4Forest plot showing the weighted validity coefficients (solid squares) and 95% confidence intervals (solid horizontal lines) for each study included in the ‘EMG’ analysis. The bottom row indicates the overall random-effects validity coefficient (solid diamond). Key study characteristics are presented next to each study; the ‘–' symbol indicates data that were unavailable
Fig. 5Significant results of the random-effects univariate meta-regression analyses. a The effect of muscle action, b the effect of workload range, and c the effect of exercise intensity variable on Fisher’s Z transformed validity coefficients. **p < 0.01; ***p < 0.001