Hunt C C, Wilkinson R S
J Physiol. 1980 May;302:241-62. doi: 10.1113/jphysiol.1980.sp013240.
In isolated cat muscle spindles the receptor potential responses of primary and secondary endings as well as tension responses to sinusoidal length changes in the steady state have been analysed. 1. At a given stimulus frequency, receptor potential per unit length change (receptor potential gain) in both primary and secondary endings is constant when displacement is less than about 10 micrometer. With larger stretches, receptor potential gain decreases approximately as a power function of displacement, the gain of primary endings decreasing more rapidly with increasing displacement than that of secondary endings. Tension per unit length change (tension gain) shows a similar constant range above which it also decreases as a power function of displacement. 2. In spite of the large reduction in gain at high displacement amplitudes, response wave forms remained essentially sinusoidal. The gain reduction results principally from a displacement-dependent non-linearity which has a rapid onset and slow decay. 3. Receptor potential and tension responses to small amplitude sinusoidal stretch depend, in a parallel manner, on the initial length of the preparation. 4. Both receptor potential and tension responses are highly dependent on frequency of sinusoidal stretch. In primary endings receptor potential gain increased as a power function of frequency over the range 0 . 01 to about 40 Hz, above which frequency the gain decreased; phase advance remained relatively constant up to 10 Hz then decreased to become a phase lag at higher frequency. In secondary endings receptor potential gain remained fairly constant between 0 . 01 and 1 Hz then rose as a power function of frequency but less steeply than in primary endings. 3. The possible mechanisms underlying these findings are discussed.
在离体猫肌梭中,已对初级和次级终末的感受器电位反应以及稳态下对正弦长度变化的张力反应进行了分析。1. 在给定刺激频率下,当初始位移小于约10微米时,初级和次级终末中单位长度变化的感受器电位(感受器电位增益)是恒定的。当初始位移较大时,感受器电位增益大致随位移的幂函数而降低,初级终末的增益随位移增加而比次级终末下降得更快。单位长度变化的张力(张力增益)也呈现出类似的恒定范围,在此范围之上,它同样随位移的幂函数而降低。2. 尽管在高位移幅度下增益大幅降低,但反应波形基本仍保持正弦形。增益降低主要源于一种与位移相关的非线性,其起始迅速且衰减缓慢。3. 对小幅度正弦拉伸的感受器电位和张力反应以平行方式取决于标本的初始长度。4. 感受器电位和张力反应都高度依赖于正弦拉伸的频率。在初级终末中,感受器电位增益在0.01至约40赫兹范围内随频率的幂函数增加,高于此频率增益则降低;相位超前在10赫兹之前保持相对恒定,然后降低,在更高频率时变为相位滞后。在次级终末中,感受器电位增益在0.01至1赫兹之间保持相当恒定,然后随频率的幂函数上升,但比初级终末上升得平缓。5. 讨论了这些发现背后可能的机制。