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青蛙离体完整骨骼肌纤维张力瞬变中的一个10毫秒成分。

A 10 mus component in the tension transients of isolated intact skeletal muscle fibres of the frog.

作者信息

van den Hooff H, Blangé T

出版信息

Pflugers Arch. 1984 Oct;402(2):137-43. doi: 10.1007/BF00583325.

DOI:10.1007/BF00583325
PMID:6335583
Abstract

The transients of the tension and the angle of a first order diffraction line of isolated single intact muscle fibres of the M. lumbricalis IV of the foot resulting from rapid length changes have been measured. Furthermore simulations of the tension transients, taking the resonance frequency of the force transducer, the inertia of the fibre and the influence of the surrounding fluid into account, are presented. The tension transients could be simulated by a system of continuous elements with undamped elasticity - Young's modulus E1 = 1.8 X 10(8) N/m2 - in series with elasticity E2 = 5.4 X 10(7) N/m2 parallel to a damping element - coefficient of damping mu = 2,300 Ns/m2; yielding a relaxation time of 10 mus. The Young's modulus of the undamped series elasticity E1 implies that a sudden shortening of 2 nm per half sarcomere should reduce the active tension to zero. The results obtained from the diffraction pattern recording show that the displacement in the fibre is in accordance with the relative length change caused by the displacement generator. It is therefore believed that the tendon and tendon-muscle junction are sufficiently stiff to allow ascribing the above-mentioned elasticity and damping to the fibre itself.

摘要

已测量了足部第四蚓状肌孤立单根完整肌纤维的一阶衍射线的张力和角度因快速长度变化而产生的瞬态变化。此外,还给出了考虑力传感器共振频率、纤维惯性和周围流体影响的张力瞬态模拟。张力瞬态可用一个连续元件系统来模拟,该系统具有无阻尼弹性(杨氏模量E1 = 1.8×10⁸ N/m²),与弹性E2 = 5.4×10⁷ N/m² 串联,且与一个阻尼元件(阻尼系数μ = 2300 Ns/m²)并联,得到的弛豫时间为10微秒。无阻尼串联弹性E1的杨氏模量意味着每半个肌节突然缩短2纳米应会使主动张力降至零。从衍射图样记录获得的结果表明,纤维中的位移与位移发生器引起的相对长度变化一致。因此可以认为,肌腱和肌腱 - 肌肉连接处足够坚硬,从而可以将上述弹性和阻尼归因于纤维本身。

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引用本文的文献

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Pflugers Arch. 1985 Sep;405(1):12-8. doi: 10.1007/BF00591091.

本文引用的文献

1
On-line recording of diffraction pattern changes from single muscle fibers subjected to quick stretch and release.对遭受快速拉伸和释放的单根肌纤维衍射图样变化进行在线记录。
Comput Programs Biomed. 1981 Mar-Jun;13(1-2):33-42. doi: 10.1016/0010-468x(81)90082-9.
2
A displacement servosystem for muscle research permitting 50 micrometers length changes within 40 microseconds.一种用于肌肉研究的位移伺服系统,可在40微秒内实现50微米的长度变化。
Pflugers Arch. 1982 Nov 1;395(2):152-5. doi: 10.1007/BF00584729.
3
Laser diffraction studies of sarcomere dynamics during 'isometric' relaxation in isolated muscle fibres of the frog.
青蛙离体肌纤维“等长”舒张过程中肌节动力学的激光衍射研究。
J Physiol. 1982 Aug;329:1-20. doi: 10.1113/jphysiol.1982.sp014287.
4
The relation between stiffness and filament overlap in stimulated frog muscle fibres.受刺激的青蛙肌肉纤维中刚度与细丝重叠之间的关系。
J Physiol. 1981 Feb;311:219-49. doi: 10.1113/jphysiol.1981.sp013582.
5
A network of transverse and longitudinal intermediate filaments is associated with sarcomeres of adult vertebrate skeletal muscle.横向和纵向中间丝网络与成年脊椎动物骨骼肌的肌节相关联。
J Cell Biol. 1983 Feb;96(2):562-70. doi: 10.1083/jcb.96.2.562.
6
Superfast tension transients from intact muscle fibres.完整肌纤维产生的超快速张力瞬变。
Pflugers Arch. 1984 Mar;400(3):280-5. doi: 10.1007/BF00581560.
7
Lateral transmission of tension in frog myofibers: a myofibrillar network and transverse cytoskeletal connections are possible transmitters.青蛙肌纤维中张力的横向传递:肌原纤维网络和横向细胞骨架连接可能是传递者。
J Cell Physiol. 1983 Mar;114(3):346-64. doi: 10.1002/jcp.1041140314.
8
Cross-bridge model of muscle contraction. Quantitative analysis.肌肉收缩的横桥模型。定量分析。
Biophys J. 1980 Feb;29(2):195-227. doi: 10.1016/S0006-3495(80)85126-5.
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Annu Rev Biochem. 1980;49:921-56. doi: 10.1146/annurev.bi.49.070180.004421.
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The cross-bridge theory.横桥理论。
Physiol Rev. 1983 Jul;63(3):1049-113. doi: 10.1152/physrev.1983.63.3.1049.