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受刺激的青蛙肌肉纤维中刚度与细丝重叠之间的关系。

The relation between stiffness and filament overlap in stimulated frog muscle fibres.

作者信息

Ford L E, Huxley A F, Simmons R M

出版信息

J Physiol. 1981 Feb;311:219-49. doi: 10.1113/jphysiol.1981.sp013582.

Abstract
  1. Tension transients were recorded at sarcomere lengths from 2.0 to 3.2 mum in isolated fibres from the tibialis anterior muscle of frogs during tetanic stimulation at 0-1 degrees C. 2. The length of a selected portion of the fibre was controlled by feed-back from a spot-follower device. The step was complete in 0.2 ms and the natural frequency of the force transducer was 10.8 kHz. 3. The transients were analysed by comparing the tension record with the output of an analogue circuit (delay line) which contained components representing (a) force transducer response, (b) fibre inertia, (c) viscosity and inertia of surrounding fluid, (d) passive stiffness and viscosity of the fibre, (e) tendon compliance and (f) stiffness and early tension recovery of the contractile apparatus. 4. In releases at different sarcomere lengths, the instantaneous stiffness and the early tension recovery attributed to the contractile apparatus varied almost exactly in proportion to the developed tension. In the later phases of the transient there were minor deviations from proportionality. 5. The results confirm that the entire transient represents events in the cross-bridges. 6. At full overlap, the compliance attributable to the cross-bridges is at least 80%, and probably well over 90% of the measured instantaneous compliance of the fibre. Stiffness can therefore be used as a measure of the number of attached cross-bridges. 7. The amount of instantaneous sliding movement of thick relative to thin filaments required to bring tension in a cross-bridge from the isometric value to zero is about 3.9 nm if filament and Z-line compliance are negligible, as suggested by the results. It is not however excluded that filament compliance, though small, may be sufficient to reduce this figure to 3.5 nm or possibly 3.1 nm. 8. The responses to quick stretch, unlike those to release, could not be satisfactorily matched with the delay line. The deviations suggest that the instantaneous elasticity is non-linear in stretches. 9. In resting fibres at all sarcomere lengths, the first peak of the tension response was determined chiefly by fibre inertia and viscosity, rather than elasticity.
摘要
  1. 在0至1摄氏度的强直刺激下,记录了青蛙胫骨前肌分离纤维在2.0至3.2微米肌节长度下的张力瞬变。2. 纤维选定部分的长度由点跟踪装置的反馈控制。该步骤在0.2毫秒内完成,力传感器的固有频率为10.8千赫兹。3. 通过将张力记录与模拟电路(延迟线)的输出进行比较来分析瞬变,该模拟电路包含代表以下各项的组件:(a) 力传感器响应;(b) 纤维惯性;(c) 周围流体的粘性和惯性;(d) 纤维的被动刚度和粘性;(e) 肌腱顺应性;(f) 收缩装置的刚度和早期张力恢复。4. 在不同肌节长度下的释放过程中,归因于收缩装置的瞬时刚度和早期张力恢复几乎与所产生的张力精确成比例变化。在瞬变的后期阶段,与比例关系存在微小偏差。5. 结果证实,整个瞬变代表了横桥中的事件。6. 在完全重叠时,归因于横桥的顺应性至少为80%,可能远超过纤维测量瞬时顺应性的90%。因此,刚度可作为附着横桥数量的度量。7. 如结果所示,如果细丝和Z线的顺应性可忽略不计,将横桥中的张力从等长值降至零所需的粗丝相对于细丝的瞬时滑动运动量约为3.9纳米。然而,不排除细丝顺应性虽小,但可能足以将该数值降至3.5纳米或可能3.1纳米。8. 与释放反应不同,对快速拉伸的反应无法与延迟线令人满意地匹配。这些偏差表明拉伸时的瞬时弹性是非线性的。9. 在所有肌节长度的静息纤维中,张力反应的第一个峰值主要由纤维惯性和粘性决定,而非弹性。

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