Holtermann Andreas, Roeleveld Karin, Karlsson J Stefan
Human Movement Sciences Program, Faculty of Social Sciences and Technology Management, Norwegian University of Science and Technology, N-7491 Trondheim, Norway.
J Electromyogr Kinesiol. 2005 Apr;15(2):131-7. doi: 10.1016/j.jelekin.2004.09.003. Epub 2004 Dec 8.
This paper presents a novel method to quantify spatial changes in muscle activation pattern by multi-channel surface electromyography (MCSEMG) in order to investigate motor unit recruitment variation. The method is based on non-uniform distributions of motor units that cause spatial inhomogeneous muscle activation. To evaluate the method, 15 subjects performed three isometric elbow flexion contractions consisting of slow sinusoidal changes in force ranging from 0% to 80% of the maximal voluntary contraction. MCSEMG electrodes were placed in a 10 x 13 grid over the biceps brachii muscle. From all channels, root mean square (RMS) values of bipolar leadings were computed over 0.5 s epochs over the whole recording. Thereafter, correlation coefficients were calculated between the RMS values at one epoch, with the RMS values at another epoch. Results showed consistent spatial changes in the distribution of RMS at different contraction levels up to 80% of maximal voluntary contraction and when comparing increasing and decreasing contractions at the same force level. These findings are reproducible within and between subjects, and in agreement with physiological phenomena and therefore indicate that the spatial inhomogeneities of motor unit properties in the biceps brachii muscle can be used to study changes in motor unit recruitment.
本文提出了一种通过多通道表面肌电图(MCSEMG)量化肌肉激活模式空间变化的新方法,以研究运动单位募集变化。该方法基于运动单位的非均匀分布,这种分布会导致肌肉激活的空间不均匀性。为了评估该方法,15名受试者进行了三次等长肘部屈曲收缩,收缩过程中力量呈缓慢正弦变化,范围从最大自主收缩的0%到80%。MCSEMG电极以10×13的网格形式放置在肱二头肌上。从所有通道中,在整个记录过程中,以0.5秒为时间段计算双极导联的均方根(RMS)值。此后,计算一个时间段的RMS值与另一个时间段的RMS值之间的相关系数。结果表明,在最大自主收缩的80%以内的不同收缩水平下,以及在比较相同力量水平下的递增和递减收缩时,RMS分布存在一致的空间变化。这些发现在受试者内部和受试者之间都是可重复的,并且与生理现象一致,因此表明肱二头肌中运动单位特性的空间不均匀性可用于研究运动单位募集的变化。