| Literature DB >> 33304603 |
Ricardo Lima Burigo1, Robson Dias Scoz1, Bruno Mazziotti de Oliveira Alves1,2, Rubens Alexandre da Silva2,3, Cesar Augusto Melo-Silva2,4, Edgar Ramos Vieira2,5, Rogerio Pessoto Hirata2,6, Cesar Ferreira Amorim1,2,3,5.
Abstract
BACKGROUND/AIM: Different authors have tried to correlate the peak isokinetic torque values with the incidence of soccer match injuries. However, due to the wide variety of assessment testing protocols, such an inference becomes difficult. This study aimed to verify the capacity of an isokinetic test to establish injury risk reference values for hamstring strain injuries.Entities:
Keywords: Biomechanics; Isokinetics; Muscle damage/injuries; Soccer
Year: 2020 PMID: 33304603 PMCID: PMC7705342 DOI: 10.1136/bmjsem-2020-000868
Source DB: PubMed Journal: BMJ Open Sport Exerc Med ISSN: 2055-7647
Demographic data
| Mean | SD | Min–Max | |
|---|---|---|---|
| Age (years) | 24,4 | ±4,5 | 17–37 |
| Weight (Kg) | 77,8 | ±7,8 | 59–108 |
| Height (cm) | 180 | ±6,8 | 159–200 |
| BMI (kg/m2) | 23,8 | ±1,5 | 19,6–2899 |
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| Athletes | 583 | 17 | 19 |
| Injuries | 36 (6.19%) | 17 (2.92%) | 19 (3.26%) |
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| Dominant Leg | 18 325 N*m/BW (±3286) | 21 938 N*m/BW (±4592) | |
| Non-Dominant Leg | 17 949 N*m/BW (±3237) | 21 308 N*m/BW (±4390) | |
Crude and adjusted analysis of statistically significant variables
| Statistically Significant Variables | Dominant Side Injury | Non-Dominant Side Injury | ||||||
|---|---|---|---|---|---|---|---|---|
| Crude Analysis | Adjusted Analysis | Crude Analysis | Adjusted Analysis | |||||
| OR | IC 95% | OR | IC 95% | OR | IC 95% | OR | IC 95% | |
| CPT Dominant Side | 0,989 | 0,975–1004 | 0,980* |
| 1016* | 1001–1031 | 1005 | 0,985–1025 |
| CPT Non-Dominant Side | 1002 | 0,987–1017 | 1016 | 0,995–1037 | 1020* | 1005–1034 | 1016 | 0,997–1036 |
| CJ Dominant Side | 0,982 | 0,964–1001 | 0,973* |
| 1014 | 0,998–1030 | 1005 | 0,983–1027 |
| CJ Non-Dominant Side | 0,996 | 0,975–1017 | 1016 | 0,987–1045 | 1021* | 1000–1042 | 1017 | 0,991–1044 |
*p<0.05.
Absence of injury is the reference variable in multimodal regression analysis.
IC 95%,95% Interval of confidence; OR, Odds ration.
Injury risk indexes
| Dominant side | Non-dominant side | ||
|---|---|---|---|
| CPT | CPT | CJ | |
| Positive Group | 36 (6,19%) | 19 (3,26%) | |
| Negative Group | 546 (9381%) | 563 (9674%) | |
| AUC | 0,589 | 0,671 | 0,636 |
| SE† | 0,0447 | 0,0556 | 0,0518 |
| 95% IC‡ |
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| Z Statistic | 1988 | 3,07 | 2618 |
| Level of significance (P) |
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| Youden index (J) | 0,1679 | 0,3294 | 0,2986 |
| Associated criteria |
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| Sensibility |
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| Specificity | 3901 | 54 | 4565 |
†Delong et al, 1988.
‡Binomial exact.
Sentivity and specificity of statistically significant variables
| Tests | Formula | Concentric Peak Torque (CPT) Results (IC95%) | Concentric Power (CJ) Results (IC95%) | ||
|---|---|---|---|---|---|
| Sensitivity |
| 5.47% | 3.10% to 8.87% | 4.97% | 2.87% to 7.94% |
| Specificity |
| 98.70% | 96.71% to 99.65% | 98.85% | 96.67% to 99.76% |
| Positive Likelihood Ratio |
| 4.22 | 1.42 to 12.55 | 4.31 | 1.27 to 14.62 |
| Disease prevalence |
| 0.96 | 0.93 to 0.99 | 0.96 | 0.93 to 0.99 |
| Positive Predictive Value |
| 47.08% | 42.96% to 51.23% | 55.33% | 51.18% to 59.42% |
| Negative Predictive Value |
| 78.95% | 55.75% to 91.78% | 84.21% | 61.10% to 94.77% |
| Accuracy |
| 54.00% | 53.22% to 54.77% | 45.65% | 44.95% to 46.35% |
a (True Positive), b (False Positive), c (False Negative), d (True Negative).
IC 95%, 95% Interval of Confidence.