Sprinting Biomechanics and Hamstring Injuries: Is There a Link? A Literature Review
Abstract
:1. Introduction
2. Literature Search
3. Risk of Bias Assessment
4. Do HSIs Affect Sprinting Biomechanics?
4.1. Studies Using a Within-Participant Design
4.2. Studies Using a Between-Group Design
4.3. Evidence from Within-Participant Repeated Measures Analyses of HSI Cases
4.4. Summary
5. Could Sprinting Biomechanics Be a Risk Factor for Hamstring Strain Injuries?
6. Review Limitations
7. Future Directions
8. Conclusions
Author Contributions
Funding
Conflicts of Interest
Appendix A
Biases | Issues to Consider for Kudging Overall Rating of “Risk of Bias” | Judgement | |
---|---|---|---|
1. Study Participation | Goal: To judge the risk of selection bias | YES | NO |
Source of target population | The source population or population of interest is adequately described for key characteristics | ||
Method used to identify problem | The sampling frame and recruitment are adequately described, possibly including methods to identify the sample, place of recruitment, and period of recruitment | ||
Inclusion and exclusion criteria | Inclusion and exclusion criteria are adequately described | ||
Adequate study participation | There is adequate participation in the study by eligible individuals | ||
Baseline characteristics | The baseline study sample is adequately described for key characteristics | ||
Summary Study Participation | The study sample represents the population of interest on key characteristics, sufficient to limit potential bias of the observed relationship between the prognostic factor and outcome | ||
2. Study Attrition | Goal: To just the risk of attrition bias | ||
Proportion of baseline sample available for analysis | Response rate is adequate and is >80% | ||
Attempts to collect information on participants who dropped out | Attempts to collect information on participants who dropped out of the study are described | ||
Reasons and potential impact of subjects lost to follow up | Reasons for loss to follow up are described | ||
Outcome and prognostic factor | Participants lost to follow up are adequately described for key characteristics | ||
information on those lost to follow up | There are no important differences between key characteristics and outcomes in participants who completed the study and those who did not | ||
Summary Study Attrition | Loss to follow-up is not associated with key characteristics sufficient to limit potential bias to the observed relationship between the prognostic factor and the outcome | ||
3. Prognostic Factor Measurement | Goal: To judge the risk of measurement bias related to how the prognostic factor was measured | ||
Definition of the PF | A clear definition or description of the prognostic factors is provided | ||
Valid and reliable measurement Of PF | Method of prognostic factor measurement is adequately valid and reliable to limit misclassification bias | ||
The prognostic factors measured are blinded for outcome measure | |||
Continuous variables are reported or appropriate cut-offs are used | |||
Method and setting of PF measurement | The method and setting of measurement of PF is the same for all study participants | ||
Proportion of data on PF available for analysis | More than 80% of the study sample has completed data for PF variable | ||
Method used for missing data | Appropriate methods of imputation are used for missing ’PF’ data | ||
PF Measurement Summary | PF is adequately measured in study participants to sufficiently limit potential bias | ||
4. Outcome Measurement | Goal: To judge the risk of bias related to the measurement of outcome | ||
Definition of the Outcome | A clear definition of the Outcome is provided | ||
Valid and reliable measurement of Outcome | The method of outcome measurement used in valid and reliable to limit misclassification bias | ||
Method and setting of Outcome Measurement | The method and setting of outcome measurement is the same for all study participants | ||
Outcome Measurement Summary | Outcome of interest is adequately measured in study participants to sufficiently limit potential bias | ||
5. Study Confounding | Goal: To judge the risk of bias due to confounding | ||
Important Confounders measured | All important confounders are measured | ||
Definition of the confounding factor | Clear definitions of the important confounders measured are provided | ||
Method and setting of Confounding Measurement | The method and setting of confounding measurement are the same for all study participants | ||
Appropriate accounting for confounding | Important potential confounders are accounted for in the study design | ||
Important potential confounders are accounted for in the analysis | |||
Study Confounding Summary | Important potential confounders are appropriately accounted for, limiting potential bias with respect to the relationship between PF and outcome | ||
6. Statistical Analysis and Reporting | Goal: To judge the risk of bias related to the statistical analysis and presentation of results | ||
Presentation of analytical strategy | There is sufficient presentation of data to assess the adequacy of the analysis | ||
Model development strategy | The strategy for model building is appropriate and is based on a conceptual framework or model | ||
The selected statistical model is adequate for the design of the study | |||
Reporting of results | There is a description of the association of the prognostic factor and the outcome, including information about the statistical significance | ||
Continuous variables are reported or cut-off points are used | |||
There is no selective reporting of results | |||
Statistical Analysis and Reporting Summary | The statistical analysis is appropriate for the design of the study, limiting potential for presentation of invalid or spurious results |
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Muscles | Injury | Timing | Running | Biomechanics |
---|---|---|---|---|
Hamstring * | Injur * | Past | Run * | Mechanic * |
Semitendinosus | Strain | Prior | Sprint * | Biomechanic * |
Semimembranosus | Tear | Retrospectiv * | Acceleration | Kinematic * |
‘Biceps Femoris’ | Pull | Previous * | Kinetic * | |
‘Posterior Thigh’ | Rupture | Recent * | Techni * | |
Thigh | Torn | Histor * | ||
Prospectiv * |
Potential Risk of Bias Domain | |||||||
---|---|---|---|---|---|---|---|
Retrospective Studies | 1 | 2 | 3 | 4 | 5 | 6 | Risk of Bias |
Iboshi et al. [41] | - | + | - | - | - | + | High |
Lee et al. [42] | - | + | + | + | - | + | High |
Slider et al. [43] | + | - | + | + | - | + | High |
Brughelli et al. [44] | + | + | - | + | - | + | High |
Mendiguchia et al. [39] | + | + | + | + | + | - | Low |
Daly et al. [45] | + | + | - | + | - | + | High |
Barreira et al. [46] | + | + | - | + | - | + | High |
Schuermans et al. [47] | + | - | - | - | - | + | High |
Haugen et al. [48] | - | + | - | + | - | + | High |
Higashihara et al. [49] | + | + | - | - | - | + | High |
Lord et al. [38] | + | + | + | + | - | + | Low |
Crow et al. [50] | + | + | - | - | - | + | High |
Ishøi et al. [40] | + | + | + | + | - | + | Low |
Edouard et al. [51] | + | - | - | + | - | + | High |
Prospective studies | |||||||
Schuermans et al. [52] | + | - | - | + | - | + | High |
Schuermans et al. [47] | + | - | - | - | - | + | High |
Haugen et al. [48] | - | + | - | + | - | + | High |
Kenneally-Dabrowski et al. [53] | + | + | - | + | - | + | High |
Edouard et al. [51] | + | - | - | + | - | + | High |
References | Study Population | Injury Occurrence Period | Methods | Tasks | Variables | Results (IL vs. NIL) |
---|---|---|---|---|---|---|
Lee et al. [42] | 12 males from various running-based sports Hx | 1–36 months | Laboratory based. Over-ground running. Data measured using 3D MOCAP combined with a force plate. | 6 x submaximal running trials at 80 % of maximum speed (mean = 7.7 ± 0.1 m/s). |
|
|
Silder et al. [43] | 15 participants (males and females) from various running-based sports Hx | 5–13 months | Laboratory based. Motorised treadmill. Data measured using 3D MOCAP, sEMG system (BF, RF, VL and MH) and musculoskeletal modelling. | Running trials at 60, 80, 90 and 100% of maximal sprinting (Mean = 7.6 ±1 m/s) |
|
|
Brughelli et al. [44] | 11 male semi-professional AFL players Hx | 1–24 months | Laboratory based. Non-motorized treadmill. Horizontal force: measured with a nonelastic tether attached to the participant with a harness and connected to a horizontal load cell. Vertical force: measured by 4 load cells mounted under the running surface. | 8 s of steady-state running at 80% of maximum speed. |
|
|
Barreira et al. [46] | 6 males professional soccer players Hx | 1–24 months | Laboratory based. Non-motorized curved treadmill equipped with force transducers located on the frame supporting the belt. | 10 s of maximal sprinting (acceleration and steady-state period included). |
|
|
Higashihara et al. [49] | 10 male college sprinters Hx | 2–61 months | Laboratory based. Over-ground sprinting. Data measured using 3D MOCAP, sEMG system (LH and GM) and musculoskeletal modelling. | Maximal sprinting on 100 m track (average speed: 9.39±0.17 m/s). |
|
|
References | Study Population | Injury Occurrence Period | Methods | Tasks | Variables | Results (Hx vs. H0) |
---|---|---|---|---|---|---|
Iboshi et al. [41] | 5 male sprinters Hx vs. 7 male sprinters H0 | Not provided | Field based. Over-ground sprinting. Data measured using 2D MOCAP + planar link segment modelling. | 100 m sprint (only 5th step post start was analysed) |
| Hx group displayed:
|
Brughelli et al. [44] | Semi-professional Australian Football players: 11 males Hx vs. 11 males H0 | 1–24 months | Non-motorized treadmill with a nonelastic tether attached to the participant with a harness and connected to a horizontal load cell to measure horizontal force | 8 s steady- state running at 80% of maximum speed |
|
|
Barreira et al. [46] | Professional soccer players: 6 males Hx vs. 11 males H0 | 1–24 months | Non-motorized curved treadmill equipped with force transducers located on the frame supporting the belt. | 10 seconds of maximal sprinting (acceleration and steady-state period). |
|
|
Daly et al. [45] | Elite hurlers: 9 males Hx vs. 8 males H0 | 1–24 months | Laboratory based. Motorised treadmill. Data measured using 3D MOCAP, sEMG system (GM, RF, EO, ES and BF). | 10 seconds steady-state running at 20 km/h. |
| During the late swing phase, Hx displayed:
|
Schuermans et al. [47] | Amateur soccer players: 30 males Hx vs. 30 males H0 | 1–24 months | Laboratory based. Over-ground sprinting. Data measured using 3D MOCAP (camera between 15–25 m). | 12 × maximal sprints over 30 m |
|
|
Crow et al. [50] | Professional Australian Football players: 7 males Hx vs. 8 males H0 | Not provided | Field based. Over-ground sprinting. Data measured using sEMG system (GM, LH and MH). | Graded running protocol over 100 m: acceleration (40 m), steady-state phase (20 m) and deceleration phase (40 m) |
|
|
Haugen et al. [48] | 7 male sprinters Hx vs. 14 male sprinters H0 (10.8 ± 0.22 m/s) | 0–12 months | Field based. Over-ground sprinting. Data measured using 3D MOCAP. | 3 × 20-m flying sprints preceded by 30–50 m to build up speed. |
|
|
Mendiguchia et al. [39] | Professional soccer players:14 males Hx vs. 14 males H0 | Not provided | Field based. Over-ground sprinting. Data measured using radar gun + biomechanical model to estimate mechanical variables | 2 × 50-m maximum velocity sprints |
| Cohen’s d effect size (90% confidence limit):
|
Lord et al. [38] | Semi-professional Australian Football players: 20 males Hx vs. 20 males H0 | 1–24 months | Laboratory based. Non-motorized curved treadmill equipped with 4 load cells on the treadmill belt. | 10 × 6 s maximum velocity sprints |
|
|
Ishøi et al. [40] | Sub-elite soccer players: 11 males Hx vs. 33 males H0 | 0–12 months | Field based. Over-ground sprinting. Data measured using a high speed phone camera + phone application specifically designed to estimate sprint mechanical variables. | 6 × 30 m sprints |
|
|
Edouard et al. [51] | 224 youth elite, amateur and professional soccer players. | Entire soccer season | Field based. Over-ground sprinting. Data measured using radar gun/laser distance measurement system + biomechanical model to estimate sprint mechanical variables. | 2 × 30 m sprints |
|
|
References | Study Population | Follow Up Period | Methods | Tasks | Variables | Number of Hx | Results |
---|---|---|---|---|---|---|---|
Schuermans et al. [52] | 51 ♂ amateur soccer players | 18 months | Laboratory based. Over-ground sprinting. Data measured using sEMG system. | 12 × maximal sprints over 40 m | sEMG of trunk cluster (external and internal obliques, erector spinae), GM, MH and LH. | 15 Hx | H0 displayed:
|
Schuermans et al. [47] | 29 ♂️ amateur soccer players | 18 months | Laboratory based. Over-ground sprinting. Data measured using 3D MOCAP. | 12 × maximal sprints over 40 m | 3D joint θ of the hip, knee and ankle joints; 3D segment θ of the pelvis and thorax. | 4 Hx | Hx displayed:
|
Haugen et al. [48] | 21 ♂️ sprinters | 12 months | Field based. Over-ground sprinting. Data measured using 3D MOCAP. | 3 × 20 m flying sprints preceded by 30–50 m to build up speed. | Step velocity, step length, step rate, contact time, aerial time, touchdown (TD) θ, interthigh θ, liftoff (LO) θ, thigh and knee θ at LO, maximal thigh flexion, range of thigh motion, knee flexion at maximal thigh extension and horizontal ankle velocity. | 12 Hx | No significant difference reported. |
Kenneally-Dabrowski [53] | 10 ♂ elite rugby players | Super Rugby season | Laboratory based. Over-ground sprinting. Data measured using 3D MOCAP and Force plates. | 3 × maximal sprints over 50 m. | 3D joint θ of the hip and knee; 3D segment θ of the pelvis and thorax; 3D hip and knee joint M and P, during the late swing phase. | 3 Hx | Hx displayed:
|
Edouard et al. [51] | 284 ♂️ youth elite, amateur and professional soccer players. | Entire soccer season | Field based. Over-ground sprinting. Data measured using radar gun/laser distance measurement system+biomechanical model to estimate sprints mechanical variables. | 2 × 30 m sprints |
| 47 injuries in 38 Hx |
|
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Kalema, R.N.; Schache, A.G.; Williams, M.D.; Heiderscheit, B.; Siqueira Trajano, G.; Shield, A.J. Sprinting Biomechanics and Hamstring Injuries: Is There a Link? A Literature Review. Sports 2021, 9, 141. https://doi.org/10.3390/sports9100141
Kalema RN, Schache AG, Williams MD, Heiderscheit B, Siqueira Trajano G, Shield AJ. Sprinting Biomechanics and Hamstring Injuries: Is There a Link? A Literature Review. Sports. 2021; 9(10):141. https://doi.org/10.3390/sports9100141
Chicago/Turabian StyleKalema, Rudy N., Anthony G. Schache, Morgan D. Williams, Bryan Heiderscheit, Gabriel Siqueira Trajano, and Anthony J. Shield. 2021. "Sprinting Biomechanics and Hamstring Injuries: Is There a Link? A Literature Review" Sports 9, no. 10: 141. https://doi.org/10.3390/sports9100141
APA StyleKalema, R. N., Schache, A. G., Williams, M. D., Heiderscheit, B., Siqueira Trajano, G., & Shield, A. J. (2021). Sprinting Biomechanics and Hamstring Injuries: Is There a Link? A Literature Review. Sports, 9(10), 141. https://doi.org/10.3390/sports9100141