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本文引用的文献

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The contributions of filaments and cross-bridges to sarcomere compliance in skeletal muscle.细丝和横桥对骨骼肌肌节顺应性的贡献。
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The length-tension curve in muscle depends on lattice spacing.肌肉的长度-张力曲线取决于晶格间距。
Proc Biol Sci. 2013 Sep 7;280(1766):20130697. doi: 10.1098/rspb.2013.0697.
3
Direct visualization of myosin-binding protein C bridging myosin and actin filaments in intact muscle.直接观察肌球蛋白结合蛋白 C 在完整肌肉中连接肌球蛋白和肌动蛋白丝。
Proc Natl Acad Sci U S A. 2011 Jul 12;108(28):11423-8. doi: 10.1073/pnas.1103216108. Epub 2011 Jun 24.
4
Whole muscle length-tension relationships are accurately modeled as scaled sarcomeres in rabbit hindlimb muscles.整体肌肉长度-张力关系可通过兔后肢肌肉中缩放的肌节准确建模。
J Biomech. 2011 Jan 4;44(1):109-15. doi: 10.1016/j.jbiomech.2010.08.033.
5
Nonlinear elasticity and an 8-nm working stroke of single myosin molecules in myofilaments.肌球蛋白分子在肌原纤维中的非线性弹性和 8nm 的工作行程。
Science. 2010 Aug 6;329(5992):686-9. doi: 10.1126/science.1191484.
6
Comparative biomechanics of thick filaments and thin filaments with functional consequences for muscle contraction.粗肌丝和细肌丝的比较生物力学及其对肌肉收缩的功能影响。
J Biomed Biotechnol. 2010;2010:473423. doi: 10.1155/2010/473423. Epub 2010 Jun 6.
7
Titin-induced force enhancement and force depression: a 'sticky-spring' mechanism in muscle contractions?肌联蛋白诱导的力增强和力抑制:肌肉收缩中的“粘性弹簧”机制?
J Theor Biol. 2009 Jul 21;259(2):350-60. doi: 10.1016/j.jtbi.2009.03.015. Epub 2009 Mar 21.
8
Characterization of isovelocity extension of activated muscle: a Hill-type model for eccentric contractions and a method for parameter determination.激活肌肉等速伸展的特征:一种用于离心收缩的希尔型模型及参数确定方法。
J Theor Biol. 2008 Nov 21;255(2):176-87. doi: 10.1016/j.jtbi.2008.08.009. Epub 2008 Aug 17.
9
Palindromic assembly of the giant muscle protein titin in the sarcomeric Z-disk.肌节Z盘处巨大肌肉蛋白肌联蛋白的回文组装
Nature. 2006 Jan 12;439(7073):229-33. doi: 10.1038/nature04343.
10
Evolution of striated muscle: jellyfish and the origin of triploblasty.横纹肌的演化:水母与三胚层动物的起源
Dev Biol. 2005 Jun 1;282(1):14-26. doi: 10.1016/j.ydbio.2005.03.032.

肌球蛋白丝滑过Z盘,将横纹肌纤维的结构与功能联系起来。

Myosin filament sliding through the Z-disc relates striated muscle fibre structure to function.

作者信息

Rode Christian, Siebert Tobias, Tomalka Andre, Blickhan Reinhard

机构信息

Department of Motion Science, Friedrich-Schiller-University Jena, Jena 07749, Thuringia, Germany

Institute of Sport- and Movement Science, University of Stuttgart, Stuttgart 70174, Baden-Wuerttemberg, Germany.

出版信息

Proc Biol Sci. 2016 Mar 16;283(1826):20153030. doi: 10.1098/rspb.2015.3030.

DOI:10.1098/rspb.2015.3030
PMID:26936248
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC4810864/
Abstract

Striated muscle contraction requires intricate interactions of microstructures. The classic textbook assumption that myosin filaments are compressed at the meshed Z-disc during striated muscle fibre contraction conflicts with experimental evidence. For example, myosin filaments are too stiff to be compressed sufficiently by the muscular force, and, unlike compressed springs, the muscle fibres do not restore their resting length after contractions to short lengths. Further, the dependence of a fibre's maximum contraction velocity on sarcomere length is unexplained to date. In this paper, we present a structurally consistent model of sarcomere contraction that reconciles these findings with the well-accepted sliding filament and crossbridge theories. The few required model parameters are taken from the literature or obtained from reasoning based on structural arguments. In our model, the transition from hexagonal to tetragonal actin filament arrangement near the Z-disc together with a thoughtful titin arrangement enables myosin filament sliding through the Z-disc. This sliding leads to swivelled crossbridges in the adjacent half-sarcomere that dampen contraction. With no fitting of parameters required, the model predicts straightforwardly the fibre's entire force-length behaviour and the dependence of the maximum contraction velocity on sarcomere length. Our model enables a structurally and functionally consistent view of the contractile machinery of the striated fibre with possible implications for muscle diseases and evolution.

摘要

横纹肌收缩需要微观结构之间复杂的相互作用。经典教科书认为,在横纹肌纤维收缩过程中,肌球蛋白丝在交错的Z盘处被压缩,这一观点与实验证据相矛盾。例如,肌球蛋白丝过于僵硬,无法被肌肉力量充分压缩,而且与压缩弹簧不同,肌肉纤维在收缩至短长度后不会恢复其静息长度。此外,纤维的最大收缩速度对肌节长度的依赖性至今仍无法解释。在本文中,我们提出了一个结构上一致的肌节收缩模型,该模型将这些发现与广为接受的滑动丝理论和横桥理论相协调。所需的少数模型参数取自文献或基于结构论证通过推理获得。在我们的模型中,Z盘附近从六边形肌动蛋白丝排列到四边形排列的转变,以及精心设计的肌联蛋白排列,使得肌球蛋白丝能够滑过Z盘。这种滑动导致相邻半肌节中的横桥发生旋转,从而抑制收缩。该模型无需拟合参数,就能直接预测纤维的整个力-长度行为以及最大收缩速度对肌节长度的依赖性。我们的模型为横纹肌纤维收缩机制提供了一个结构和功能上一致的观点,可能对肌肉疾病和进化具有启示意义。