Kim Min-Hee, Yoo Won-Gyu
Institute of Health Science, Yonsei University, Republic of Korea.
Department of Physical Therapy, College of Biomedical Science and Engineering, Inje University, Republic of Korea.
J Phys Ther Sci. 2014 May;26(5):777-8. doi: 10.1589/jpts.26.777. Epub 2014 May 29.
[Purpose] The purpose of this study was to provide data for decision making regarding the optimal and maximal hip adduction loads for clinical and fitness purposes, respectively. [Subjects] Forty-eight (24 males, 24 females) asymptomatic adults participated in this study. [Methods] Subjects performed optimal and maximal hip adduction loads. Regarding the gender, body weight and height variables, a stepwise multiple regression analysis was used to identify the most informative variables for predicting the optimal and maximal loads during the hip adduction exercise. [Results] The regression model for optimal hip adduction load (kg) was: 34.3 + 0.4 × weight - 0.27 × height (r(2)= 0.77); and the regression model for maximal hip adduction load (kg) was: 39.5 + 0.5 × weight - 0.3 × height (r(2)= 0.75). [Conclusion] These models can aid in deciding the optimal and maximal hip adduction loads for clinical and fitness purposes, respectively. Thus, the optimal hip adduction load model can be used to strengthen the hip adductor muscles or enhance core stability in clinical settings.
[目的]本研究的目的是分别为临床和健身目的下确定最佳和最大髋关节内收负荷提供决策数据。[对象]48名(24名男性,24名女性)无症状成年人参与了本研究。[方法]受试者进行最佳和最大髋关节内收负荷测试。针对性别、体重和身高变量,采用逐步多元回归分析来确定预测髋关节内收运动中最佳和最大负荷的最具信息量的变量。[结果]最佳髋关节内收负荷(kg)的回归模型为:34.3 + 0.4×体重 - 0.27×身高(r² = 0.77);最大髋关节内收负荷(kg)的回归模型为:39.5 + 0.5×体重 - 0.3×身高(r² = 0.75)。[结论]这些模型可分别有助于为临床和健身目的确定最佳和最大髋关节内收负荷。因此,最佳髋关节内收负荷模型可用于在临床环境中增强髋关节内收肌或提高核心稳定性。