How Intense Is Effective? Exploring Aerobic Exercise Intensity for Knee Osteoarthritis Through a Bayesian NetworkMeta-Analysis
Abstract
1. Introduction
2. Methods
2.1. Selection Criteria
2.1.1. Population
2.1.2. Intervention
2.1.3. Comparison
2.1.4. Outcome Measures and Time-Point Analysis
2.1.5. Data Availability and Study Design
2.2. Search Strategy
2.3. Selection Process
2.4. Data Extraction
2.4.1. Summary Information
2.4.2. Exercise Prescription
- Total session duration (including exercise and rest periods).
- Stimuli duration (specific time spent exercising).
- Weekly frequency.
- Number of weeks.
2.4.3. Data Extraction Procedure
2.5. Methodological Quality and Risk of Bias
2.6. Network Meta-Analysis
- Model 1: A Bayesian model including only the intervention effect (no covariates).
- Model 2: An adjusted Bayesian model including the intervention effect plus two study-level covariates: intervention duration (number of weeks) and weekly frequency.
- Network graph indicating the direct connections established within each NMA.
- Forest plot comparing exercise interventions against the no treatment control.
- Pairwise comparison between interventions, reported as network (mixed), direct, and indirect estimates. Inconsistency between direct and indirect evidence was tested with a two-tailed z-test.
- Funnel plots to assess potential publication bias.
2.7. Synthesis of Results
3. Results
3.1. Selection Process
3.2. Summary Information
3.3. Methodological Quality and Risk of Bias
3.4. Network Meta-Analysis
3.4.1. Pain Intensity
3.4.2. Walking Performance
4. Discussion
4.1. Limitations
4.2. Clinical Implications
5. Conclusions
Supplementary Materials
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Conflicts of Interest
References
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| Outcome | Comparison | Step Analysis | Evidence | Risk of Bias | Indirectness | Imprecision | Heterogeneity | Pub. Bias | Intransitivity | Incoherence | Cert | ||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Group 1 | Group 2 | Model | Hedges’ g (95% CrI) | Rating | Result | Rating | Z p-Value | Rating | |||||||||
| Pain int. | Light–Moderate–Vigorous | Moderate | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | - | - | - | n.a | |
| Indirect | 2nd order loop: LMV vs. RE vs. NT vs. M | Very serious (−2) | Not serious (0) | Model 1 | −0.38 (−4.88, 4.12) | - | τ = 1.4 | Very serious (−2) | Very serious (−2) | Not serious (0) | - | - | Very low | ||||
| Model 2 | −0.32 (−7.49, 6.84) | - | τ = 1.4 | Very serious (−2) | Very serious (−2) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | −0.38 (−4.88, 4.12) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | −0.32 (−7.49, 6.84) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate–Vigorous | Moderate–Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | - | - | n.a | ||
| Indirect | 1st order loop: LMV vs. RE vs. MV | Very serious (−2) | Not serious (0) | Model 1 | −0.15 (−3.65, 3.34) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Very low | ||||
| Model 2 | −0.15 (−3.69, 3.38) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | −0.15 (−3.65, 3.34) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | −0.15 (−3.69, 3.38) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate–Vigorous | Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | - | - | n.a | ||
| Indirect | 1st order loop: LMV vs. RE vs. V | Very serious (−2) | Not serious (0) | Model 1 | 0.27 (−3.32, 3.85) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Very low | ||||
| Model 2 | 0.27 (−3.35, 3.89) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.27 (−3.32, 3.85) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.27 (−3.35, 3.89) | Very serious (−2) | n.a | n.a | |||||||||||||
| Moderate | Moderate–Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | - | - | n.a | ||
| Indirect | 1st order loop: M vs. NT vs. MV | Very serious (−2) | Not serious (0) | Model 1 | 0.23 (−3.76, 4.21) | - | τ = 1.4 | Very serious (−2) | Not serious (0) | Not serious (0) | - | - | Very low | ||||
| Model 2 | 0.17 (−6.67, 7.00) | - | τ = 1.4 | Very serious (−2) | Not serious (0) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.23 (−3.76, 4.21) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.17 (−6.67, 7.00) | Very serious (−2) | n.a | n.a | |||||||||||||
| Moderate | Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | - | - | n.a | ||
| Indirect | 1st order loop: M vs. NT vs. V | Very serious (−2) | Not serious (0) | Model 1 | 0.65 (−3.42, 4.71) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Very low | ||||
| Model 2 | 0.59 (−6.29, 7.47) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.65 (−3.42, 4.71) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.59 (−6.29, 7.47) | Very serious (−2) | n.a | n.a | |||||||||||||
| Moderate–Vigorous | Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | - | - | n.a | ||
| Indirect | 1st order loop: MV vs. RE vs. V | Very serious (−2) | Not serious (0) | Model 1 | 0.42 (−2.49, 3.33) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Very low | ||||
| Model 2 | 0.43 (−2.49, 3.34) | - | τ = 1.4 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.42 (−2.49, 3.33) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.43 (−2.49, 3.34) | Very serious (−2) | n.a | n.a | |||||||||||||
| Walking perf. | Light–Moderate | Light–Moderate–Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | - | - | - | n.a | |
| Indirect | 2nd order loop: LM vs. V vs. RE vs. LMV | Very serious (−2) | Not serious (0) | Model 1 | 0.44 (−3.42, 4.30) | - | τ = 0.89 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Low | ||||
| Model 2 | −0.08 (−2.23, 2.07) | - | τ = 0.30 | Not serious (0) | Not serious (0) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.44 (−3.42, 4.30) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | −0.08 (−2.23, 2.07) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate | Moderate | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | - | - | n.a | ||
| Indirect | 1st order loop: LM vs. V vs. M | Very serious (−2) | Not serious (0) | Model 1 | 0.11 (−3.52, 3.74) | - | τ = 0.89 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Low | ||||
| Model 2 | −0.27 (−2.74, 2.21) | - | τ = 0.30 | Not serious (0) | Not serious (0) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.11 (−3.52, 3.74) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | −0.27 (−2.74, 2.21) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate | Moderate–Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | n.a | n.a | |||
| Indirect | 2nd order loop: LM vs. V vs. RE vs. MV | Very serious (−2) | Not serious (0) | Model 1 | 1.04 (−2.68, 4.76) | - | τ = 0.89 | Very serious (−2) | Serious (−1) | Not serious (0) | Low | ||||||
| Model 2 | 0.12 (−1.97, 2.22) | - | τ = 0.30 | Not serious (0) | Not serious (0) | Not serious (0) | |||||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 1.04 (−2.68, 4.76) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.12 (−1.97, 2.22) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate | Vigorous | Preliminary analysis | Direct | Mangione [35] | Very serious (−2) | Not serious (0) | Model 1 | −0.13 (−0.82, 0.57) | - | n.a | Not serious (0) | Not serious (0) | - | - | - | Low | |
| Model 2 | −0.13 (−0.82, 0.57) | - | n.a | Not serious (0) | Not serious (0) | ||||||||||||
| Indirect | n.a | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | n.a | n.a | n.a | ||||
| Final analysis | Mixed | - | - | - | Model 1 | −0.13 (−3.25, 3.51) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.13 (−1.74, 1.99) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate–Vigorous | Moderate | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | n.a | n.a | |||
| Indirect | 2nd order loop: LMV vs. RE vs. NT vs. M | Very serious (−2) | Not serious (0) | Model 1 | −0.33 (−3.51, 2.86) | - | τ = 0.89 | Very serious (−2) | Very serious (−2) | Not serious (0) | - | - | Very low | ||||
| Model 2 | −0.19 (−2.50, 2.13) | - | τ = 0.30 | Not serious (0) | Very serious (−2) | Not serious (0) | - | - | |||||||||
| Final analysis | Mixed | - | - | - | Model 1 | −0.33 (−3.51, 2.86) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | −0.19 (−2.50, 2.13) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate–Vigorous | Moderate–Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | n.a | n.a | |||
| Indirect | 1st order loop: LMV vs. RE vs. MV | Very serious (−2) | Not serious (0) | Model 1 | 0.60 (−2.69, 3.90) | - | τ = 0.89 | Very serious (−2) | Not serious (0) | Not serious (0) | - | - | Low | ||||
| Model 2 | 0.20 (−1.70, 2.10) | - | τ = 0.30 | Not serious (0) | Not serious (0) | Not serious (0) | |||||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.60 (−2.69, 3.90) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.20 (−1.70, 2.10) | Very serious (−2) | n.a | n.a | |||||||||||||
| Light–Moderate–Vigorous | Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | n.a | n.a | |||
| Indirect | 1st order loop: LMV vs. RE vs. V | Very serious (−2) | Not serious (0) | Model 1 | −0.31 (−3.21, 2.60) | - | τ = 0.89 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Low | ||||
| Model 2 | 0.21 (−1.44, 1.85) | - | τ = 0.30 | Not serious (0) | Not serious (0) | Not serious (0) | |||||||||||
| Final analysis | Mixed | - | - | - | Model 1 | −0.31 (−3.21, 2.60) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.21 (−1.44, 1.85) | Very serious (−2) | n.a | n.a | |||||||||||||
| Moderate | Moderate–Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | n.a | n.a | |||
| Indirect | 1st order loop: M vs. NT vs. MV | Very serious (−2) | Not serious (0) | Model 1 | 0.93 (−2.10, 3.95) | - | τ = 0.89 | Very serious (−2) | Very serious (−2) | Not serious (0) | - | - | Very low | ||||
| Model 2 | 0.39 (−1.87, 2.65) | - | τ = 0.30 | Not serious (0) | Very serious (−2) | Not serious (0) | |||||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.93 (−2.10, 3.95) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.39 (−1.87, 2.65) | Very serious (−2) | n.a | n.a | |||||||||||||
| Moderate | Vigorous | Preliminary analysis | Direct | Keogh [33] | Very serious (−2) | Not serious (0) | Model 1 | −0.39 (−0.57, 1.35) | - | n.a | Not serious (0) | Not serious (0) | - | - | - | Low | |
| Model 2 | −0.39 (−0.57, 1.35) | - | n.a | Not serious (0) | Not serious (0) | - | - | - | Low | ||||||||
| Indirect | 1st order loop: M vs. NT vs. V | Very serious (−2) | Not serious (0) | Model 1 | −0.26 (−3.97, 3.47) | - | τ = 1.41 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Very low | ||||
| Model 2 | −0.28 (−3.97, 3.42) | - | τ = 1.40 | Very serious (−2) | Very serious (−2) | Not serious (0) | |||||||||||
| Final analysis | Mixed | - | - | - | Model 1 | 0.02 (−2.57, 2.61) | Very serious (−2) | - | - | - | - | 0.74 | Not serious (0) | Very low | |||
| Model 2 | 0.40 (−1.66, 2.44) | Very serious (−2) | 0.73 | Not serious (0) | |||||||||||||
| Moderate–Vigorous | Vigorous | Preliminary analysis | Direct | n.a | n.a | n.a | n.a | - | n.a | n.a | n.a | n.a | n.a | n.a | |||
| Indirect | 1st order loop: MV vs. NT vs. V | Very serious (−2) | Not serious (0) | Model 1 | −0.91 (−3.63, 1.81) | - | τ = 0.89 | Very serious (−2) | Serious (−1) | Not serious (0) | - | - | Low | ||||
| Model 2 | 0.00 (−1.56, 1.57) | - | τ = 0.30 | Not serious (0) | Not serious (0) | Not serious (0) | |||||||||||
| Final analysis | Mixed | - | - | - | Model 1 | −0.91 (−3.63, 1.81) | Very serious (−2) | - | - | - | - | n.a | n.a | Very low | |||
| Model 2 | 0.00 (−1.56, 1.57) | Very serious (−2) | |||||||||||||||
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Cabrera-Durán, L.; Palomares-Fernández, J.; Canitrot-González, I.; Crisafulli, P.; Cabrera-López, C.D.; Fierro-Marrero, J. How Intense Is Effective? Exploring Aerobic Exercise Intensity for Knee Osteoarthritis Through a Bayesian NetworkMeta-Analysis. Healthcare 2026, 14, 451. https://doi.org/10.3390/healthcare14040451
Cabrera-Durán L, Palomares-Fernández J, Canitrot-González I, Crisafulli P, Cabrera-López CD, Fierro-Marrero J. How Intense Is Effective? Exploring Aerobic Exercise Intensity for Knee Osteoarthritis Through a Bayesian NetworkMeta-Analysis. Healthcare. 2026; 14(4):451. https://doi.org/10.3390/healthcare14040451
Chicago/Turabian StyleCabrera-Durán, Luis, Javier Palomares-Fernández, Ignacio Canitrot-González, Paride Crisafulli, Carlos Donato Cabrera-López, and José Fierro-Marrero. 2026. "How Intense Is Effective? Exploring Aerobic Exercise Intensity for Knee Osteoarthritis Through a Bayesian NetworkMeta-Analysis" Healthcare 14, no. 4: 451. https://doi.org/10.3390/healthcare14040451
APA StyleCabrera-Durán, L., Palomares-Fernández, J., Canitrot-González, I., Crisafulli, P., Cabrera-López, C. D., & Fierro-Marrero, J. (2026). How Intense Is Effective? Exploring Aerobic Exercise Intensity for Knee Osteoarthritis Through a Bayesian NetworkMeta-Analysis. Healthcare, 14(4), 451. https://doi.org/10.3390/healthcare14040451

