Gath I, Stålberg E
Electroencephalogr Clin Neurophysiol. 1975 Oct;39(4):371-6. doi: 10.1016/0013-4694(75)90100-5.
Action potentials of single muscle fibers (brachial biceps) were recorded with a multi-electrode, ensuring a minimum fibre-electrode recording distance. Propagation velocity was measured in 15 fibres and the power spectral density of the action potentials was computed through a FFT algorithm. Linear correlation was found between action potential amplitude (peak to peak) and propagation velocity, as well as between maximum-minimum amplitude time (defined as the time interval between the positive and negative peaks) and propagation velocity. Assuming al linear dependence between propagation velocity and muscle fibre diameter, a linear relation between the fibre thickness and the extra-cellular action potential was derived from the action potential amplitude/propagation velocity curve. The action potential power spectrum had a band pass form, with peak magnitude of 1.61+/-0.03 kc/sec, and -3 dB points at 0.98+/-0.19 kc/sec and at 2.41+/-0.53 kc/sec. A linear relation was found between the spectral peak magnitude and propagation velocity, and between the ban width and the propagation velocity, as predicted by a mathematical model describing the power spectrum of single fibre action potentials.
使用多电极记录单根肌纤维(肱二头肌)的动作电位,确保纤维与电极之间的记录距离最短。在15根纤维中测量了传播速度,并通过快速傅里叶变换(FFT)算法计算动作电位的功率谱密度。发现动作电位幅度(峰峰值)与传播速度之间、最大-最小幅度时间(定义为正负峰之间的时间间隔)与传播速度之间存在线性相关性。假设传播速度与肌纤维直径之间存在线性关系,从动作电位幅度/传播速度曲线推导出纤维厚度与细胞外动作电位之间的线性关系。动作电位功率谱呈带通形式,峰值幅度为1.61±0.03kc/sec,-3dB点分别位于0.98±0.19kc/sec和2.41±0.53kc/sec处。如描述单纤维动作电位功率谱的数学模型所预测的那样,发现频谱峰值幅度与传播速度之间、带宽与传播速度之间存在线性关系。