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摩托车赛车手间歇性疲劳试验中的力-时间历程参数和力疲劳模型

Force-time course parameters and force fatigue model during an intermittent fatigue protocol in motorcycle race riders.

作者信息

Marina M, Rios M, Torrado P, Busquets A, Angulo-Barroso R

机构信息

INEFC Barcelona, Barcelona, Spain.

Facultad Biologia (UB), Barcelona, Spain.

出版信息

Scand J Med Sci Sports. 2015 Jun;25(3):406-16. doi: 10.1111/sms.12220. Epub 2014 Apr 15.

Abstract

Fatigue in forearm muscles may be critical for motorcycle riders in relation to performance and forearm disorders. Force-time course parameters were examined to better characterize the reduction in the maximal force generating capacity (MVC) during an intermittent fatigue protocol (IFP) specifically designed for motorcycle riders. Also, a mathematical force fatigue model is proposed. Forty motorcyclists (aged 27.6 ± 6.8 years) performed an IFP that simulated the braking gesture and posture of a rider. Fatigue was confirmed by a 40% decrement of the normalized MVC in comparison with basal value. Contraction time increased in comparison with basal condition (P ≤ 0.034). Relaxation kinetics presented two phases: (a) a pre-fatigue phase where half relaxation time (HRTraw ) and normalized (HRTnor ) decreased (P ≤ 0.013) while relaxation rate (RRraw ) remained unchanged; and (b) a fatiguing phase where HRTraw , HRTnor increased and RRraw decreased (P ≤ 0.047). Normalized RRraw (RRnor ) declined progressively (P ≤ 0.016). The proposed nonlinear force fatigue model confirmed a satisfactory adjustment (R(2)  = 0.977 ± 0.018). This mathematical expression derived three patterns of force fatigue: three-phase, exponential and linear, representing 70%, 13%, and 17% of the participants, respectively. Overall, these results provided further support to force fatigue theoretical and applied proposals.

摘要

前臂肌肉疲劳对于摩托车骑手的表现和前臂疾病可能至关重要。研究了力-时间过程参数,以更好地表征在专门为摩托车骑手设计的间歇性疲劳方案(IFP)期间最大力量产生能力(MVC)的下降情况。此外,还提出了一个数学力疲劳模型。40名摩托车骑手(年龄27.6±6.8岁)进行了模拟骑手制动姿势和体位的IFP。与基础值相比,标准化MVC下降40%证实了疲劳的发生。与基础状态相比,收缩时间增加(P≤0.034)。松弛动力学呈现两个阶段:(a)疲劳前阶段,半松弛时间(HRTraw)和标准化半松弛时间(HRTnor)下降(P≤0.013),而松弛速率(RRraw)保持不变;(b)疲劳阶段,HRTraw、HRTnor增加,RRraw下降(P≤0.047)。标准化RRraw(RRnor)逐渐下降(P≤0.016)。所提出的非线性力疲劳模型证实了良好的拟合度(R(2)=0.977±0.018)。这个数学表达式得出了三种力疲劳模式:三相、指数和线性,分别代表70%、13%和17%的参与者。总体而言,这些结果为力量疲劳的理论和应用建议提供了进一步支持。

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