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肌肉纤维中的力产生以及温度跃变和长度跃变引起的张力瞬变

Force generation and temperature-jump and length-jump tension transients in muscle fibers.

作者信息

Davis J S, Rodgers M E

机构信息

Department of Biology, Johns Hopkins University, Baltimore, Maryland 21218, USA.

出版信息

Biophys J. 1995 May;68(5):2032-40. doi: 10.1016/S0006-3495(95)80380-2.

Abstract

Muscle tension rises with increasing temperature. The kinetics that govern the tension rise of maximally Ca(2+)-activated, skinned rabbit psoas fibers over a temperature range of 0-30 degrees C was characterized in laser temperature-jump experiments. The kinetic response is simple and can be readily interpreted in terms of a basic three-step mechanism of contraction, which includes a temperature-sensitive rapid preequilibrium(a) linked to a temperature-insensitive rate-limiting step and followed by a temperature-sensitive tension-generating step. These data and mechanism are compared and contrasted with the more complex length-jump Huxley-Simmons phases in which all states that generate tension or bear tension are perturbed. The rate of the Huxley-Simmons phase 4 is temperature sensitive at low temperatures but plateaus at high temperatures, indicating a change in rate-limiting step from a temperature-sensitive (phase 4a) to a temperature-insensitive reaction (phase 4b); the latter appears to correlate with the slow, temperature-insensitive temperature-jump relaxation. Phase 3 is absent in the temperature-jump, which excludes it from tension generation. We confirm that de novo tension generation occurs as an order-disorder transition during phase 2slow and the equivalent, temperature-sensitive temperature-jump relaxation.

摘要

肌肉张力随温度升高而增加。在激光温度跃变实验中,对在0至30摄氏度温度范围内最大程度Ca(2+)激活的去皮兔腰大肌纤维的张力升高动力学进行了表征。动力学响应很简单,并且可以根据收缩的基本三步机制轻松解释,该机制包括与温度不敏感的限速步骤相关联的温度敏感快速预平衡(a),随后是温度敏感的张力产生步骤。将这些数据和机制与更复杂的长度跃变赫胥黎-西蒙斯阶段进行比较和对比,在该阶段中,所有产生张力或承受张力的状态都会受到干扰。赫胥黎-西蒙斯阶段4的速率在低温下对温度敏感,但在高温下趋于平稳,这表明限速步骤从温度敏感反应(阶段4a)转变为温度不敏感反应(阶段4b);后者似乎与缓慢的、温度不敏感的温度跃变弛豫相关。在温度跃变中不存在阶段3,这将其排除在张力产生之外。我们证实,在阶段2缓慢过程中,从头产生张力是作为有序-无序转变发生的,并且等效的温度敏感温度跃变弛豫也是如此。

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