Morgan D L
Department of Electrical and Computer Systems Engineering, Monash University, Clayton, Victoria, Australia.
Biophys J. 1990 Feb;57(2):209-21. doi: 10.1016/S0006-3495(90)82524-8.
A muscle fiber was modeled as a series-connected string of sarcomeres, using an A. V. Hill type model for each sarcomere and allowing for some random variation in the properties of the sarcomeres. Applying stretches to this model led to the prediction that lengthening of active muscle on or beyond the plateau of the length tension curve will take place very nonuniformly, essentially by rapid, uncontrolled elongation of individual sarcomeres, one at a time, in order from the weakest toward the strongest. Such a "popped" sarcomere, at least in a single fiber, will be stretched to a length where there is no overlap between thick and thin filaments, and the tension is borne by passive components. This prediction allows modeling of many results that have previously been inexplicable, notably the permanent extra tension after stretch on the descending limb of the length tension curve, and the continued rise of tension during a continued stretch.
肌纤维被建模为一系列串联的肌小节,每个肌小节使用A.V.希尔类型模型,并考虑肌小节特性的一些随机变化。对该模型施加拉伸导致预测,即主动肌在长度-张力曲线平台期或超过平台期时的延长将非常不均匀地发生,基本上是通过单个肌小节从最弱到最强依次快速、不受控制的伸长。这样一个“破裂”的肌小节,至少在单根纤维中,将被拉伸到粗细肌丝之间没有重叠的长度,并且张力由被动成分承担。这一预测使得能够对许多以前无法解释的结果进行建模,特别是在长度-张力曲线下降支拉伸后的永久性额外张力,以及在持续拉伸过程中张力的持续上升。