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0摄氏度下青蛙缝匠肌重复收缩中的化学能量学

Chemical energetics in repeated contractions of frog sartorius muscles at 0 degrees C.

作者信息

Kushmerick M J, Paul R J

出版信息

J Physiol. 1977 May;267(1):249-60. doi: 10.1113/jphysiol.1977.sp011811.

Abstract
  1. Recovery oxygen consumption (DeltaO(2)) was measured in aerobic, unpoisoned frog sartorius muscles at 0 degrees C following a series of repeated tetani.2. For a series of tetani having nearly identical tension-time integrals, DeltaO(2) was dependent on the interval between tetani and reached a maximal value for intervals equal to or greater than 200 sec.3. For a series of tetani at short (5 sec) intervals, DeltaO(2) was not distinguishable from DeltaO(2) following a single long tetanus having a tension-time integral similar to that of the sum of the series.4. A model is proposed to account for these observations in terms of the initial chemical reactions (Delta approximately P) including a saturable non-steady state reaction which utilizes about 1 mumole Delta approximately P/g and which is superimposed on an energy utilization proportional to the tension-time integral. Measurements of DeltaO(2) and Delta approximately P as functions of tetanic duration and interval between tetani are consistent with such a model.5. These experiments show that, in addition to parameters usually considered, the previous contractile history of a muscle plays a significant role in determining the chemical energy cost of an isometric contraction.
摘要
  1. 在0摄氏度下,对有氧、未中毒的青蛙缝匠肌进行一系列重复强直收缩后,测量其恢复耗氧量(ΔO₂)。

  2. 对于一系列张力 - 时间积分几乎相同的强直收缩,ΔO₂取决于强直收缩之间的间隔时间,并且当间隔时间等于或大于200秒时达到最大值。

  3. 对于间隔时间较短(5秒)的一系列强直收缩,ΔO₂与单次长时间强直收缩后的ΔO₂无法区分,该单次长时间强直收缩的张力 - 时间积分与该系列强直收缩总和的张力 - 时间积分相似。

  4. 提出了一个模型来解释这些观察结果,该模型基于初始化学反应(Δ≈P),包括一个可饱和的非稳态反应,该反应每克利用约1微摩尔的Δ≈P,并叠加在与张力 - 时间积分成正比的能量利用之上。作为强直收缩持续时间和强直收缩之间间隔时间的函数的ΔO₂和Δ≈P的测量结果与这样一个模型一致。

  5. 这些实验表明,除了通常考虑的参数外,肌肉的先前收缩历史在确定等长收缩的化学能量消耗方面起着重要作用。

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