A Reexamination of the Relationship between Foot Strike Angle and Early Stance Loading Variables during Running

分段线性函数 工作(物理) 单调的工作 二次方程 加速度计 分段 非线性系统 绊倒 竞赛 运行经济 步态 数学 物理医学与康复 计算机科学 模拟 心理学 物理疗法 数学分析 医学 物理 工程类 几何学 电气工程 血压 操作系统 心率 放射科 量子力学 法学 政治学 热力学 断路器 最大VO2
作者
Caleb D. Johnson,Torstein E. Dæhlin,Lauren K. Sara,Katelyn I. Guerriere,Leila A. Walker,Stephen A. Foulis,Julie Milligan Hughes,Irene S. Davis
出处
期刊:Medicine and Science in Sports and Exercise [Lippincott Williams & Wilkins]
卷期号:57 (10): 2307-2313
标识
DOI:10.1249/mss.0000000000003764
摘要

ABSTRACT Recent work has shown a curvilinear relationship between foot strike angle (FSA) and vertical loading rates (VLR) during running. However, this was limited to competitive athletes, and did not examine a more accessible measure of loading, peak vertical tibial accelerations (VTA). Purpose This study aimed to compare nonlinear and piecewise linear models for FSA with VLR/VTA during running, controlling for competitive running experience. Methods A total of 475 U.S. Army trainees completed surveys on their participation in sports and a running gait assessment on an instrumented treadmill while VLR, VTA, and FSA were measured (via force plates, tibial-mounted accelerometers, and high-speed cameras, respectively). A 3-min warm-up was given, and then participants ran for 1 min at 2.68–2.91 m·s −1 , followed by 14 strides of data collection. Multiple regression was used to assess the prediction of VLR and VTA by FSA, including nonlinear/piecewise terms and controlling for competitive running experience. Results A nonlinear, quadratic relationship was found for FSA × VLR ( R 2 = 0.25, P < 0.001) and VTA ( R 2 = 0.14, P < 0.001), and with a significant effect of running experience ( P < 0.02). Models showed similar shapes but better fit for those with (VLR: R 2 = 0.38; VTA: R 2 = 0.16) versus without (VLR: R 2 = 0.21; VTA: R 2 = 0.11) competitive running experience. Finally, VLR peaked at similar FSAs as in previous work (≈10°–12° current vs 5°–10° previous). Piecewise linear regression produced similar results to quadratic models ( R 2 difference < 0.02). Conclusions Our results show that nonlinear or piecewise linear models can be used to represent the relationship between VALR/VTA and FSA. Although VLR/VTA were lowest with the lowest FSAs (i.e., most forefoot), participants with the highest FSAs (i.e., most rearfoot) showed reduced values compared with those typical of a more moderate/flatter rearfoot strike pattern.
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