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Relation between the mechanical properties of muscles and their structure on the molecular level

Wybrane pełne teksty z tego czasopisma
Identyfikatory
Warianty tytułu
Języki publikacji
EN
Abstrakty
EN
Mechanical properties of the vertebrate skeletal muscles are satisfactorily described on the basis of a new model of the myosin molecule packing into the thick filament.
Słowa kluczowe
Rocznik
Strony
191--212
Opis fizyczny
Bibliogr. 51 poz., il., rys., wykr.
Twórcy
autor
  • Institute of Biocybernetics and Biomedical Engineering Polish Academy of Sciences K. Trojdena 4, 02-109 Warsaw, Poland
autor
  • Institute of Biocybernetics and Biomedical Engineering Polish Academy of Sciences K. Trojdena 4, 02-109 Warsaw, Poland
Bibliografia
  • 1. H. E. HUXLEY, The mechanism of muscular contraction, Science, 164, 1356-1366, 1969.
  • 2. A. F. HUXLEY and R. M. SIMMONS, Proposed mechanism of force generation in striated muscle, Nature, 233, 533-8, 1971.
  • 3. K. C. HOLMES, Muscle proteins -their actions and interactions, 6, 781-789, 1996.
  • 4. K. C. HOLMES, D. POPP, W. GEBHARD and W. KABSCH, Atomic model of the actin filament, Nature, 347, 44-49, 1990.
  • 5. W. KABSCH, H. G. MANNHERZ, D. SucK, E. F. PAI and K. C. HOLMES, Atomic structure of the actin: Dnase I complex, Nature, 347, 37-44, 1990.
  • 6. L. SKUBISZAK, Structure and functional significance of the thick filament, Biophysics, 41, 39-56, 1996.
  • 7. I. RAYMENT, w. R. RYPNIEWSKI, K. SCHMIDT-BASE, R. SMITH, D. R. TOMCHICK, M. M. BENNING, D. A. WINKELMANN, G. WESENBERG and H. M. HOLDEN, Three-dimensional structure of myosin subfragment-1: a molecular motor [see comments], Science, 261, 50-8, 1993.
  • 8. M. STEWART and P. EDWARDS, Length of myosin rod and its proteolytic fragments determined by electron microscopy, 168, 75-78, 1984.
  • 9. F. T. AsHTON, J. WEISEL and F. A. PEPE, The myosin filament. XIV backbone structure, J. Biophys., 61, 1513-1528, 1992.
  • 10. J. M. SQUIRE, Architecture and function in the muscle sarcomere, Curr. Opin. Struct. Bioi., 7, 247-57, 1997.
  • 11. J. C. HASELGROVE, A model of myosin cross-bridge structure consistent with the low-angle X-ray diffraction pattern of vertebrate muscle, J. Muse. Res. Cell. Motil., 1, 171-191, 1980.
  • 12. I. RAYMENT and H. M. HOLDEN, The three-dimensional structure of a molecular motor, TIBS, 19, 129-134, 1994.
  • 13. P. J. KNIGHT, N. S. FORTUNE and M. A. GEEVES, Effects of pressure on equatorial x-ray fiber diffraction from skeletal muscle fibers, J. Biophys., 65, 814-22, 1993.
  • 14. M. KAWAI, J. S. WRAY and Y. ZHAO, The effect of lattice spacing change on cross-bridge kinetics in chemically skinned rabbit psoas muscle fibers. I. Proportionality between the lattice spacing and the fiber width, J. Biophys., 64, 187-96, 1993.
  • 15. L. SKUBISZAK, Arrangement of myosin cross-bridges on the surface of vertebrate skeletal muscle thick filament, Biophysics, 41, 1167-1174, 1996.
  • 16. L. SKUBISZAK, Mechanism of muscle contraction, Technology and Health Care, 1, 133-142, 1993.
  • 17. K. LUCAS, On the gradation of activity in a skeletal muscle-fiber, J. Physiol., 33, 125-137, 1905.
  • 18. A. F. HUXLEY and R. M. SIMMONS, Mechanical properties of the cross-bridges of frog striated muscle, J. Physiol., 218, 59P-60P, 1971.
  • 19. T. lWAZUMI, High-speed ultrasensitive instrumentation for myofibril mechanics measurements, Am. J. Physiol., 252, C253-62, 1987.
  • 20. H. E. HEXLEY, Electron microscope studies of the organisation of the filament in striated muscle, 12, 387-394, 1953.
  • 21. L. C. Yu and B. BRENNER, High-resolution equatorial X-ray diffraction from single skinned rabbit psoas fibers, 49, 133-135, 1986.
  • 22. D. K. HILL, Tension due to interaction between the sliding filaments in resting striated muscle. The effect of stimulation, 199, 637-684, 1968.
  • 23. K. MARUYAMA, Connectin, an elastic protein of striated muscle, Biophys. Chern., 50, 73-85, 1994.
  • 24. J. TRINICK, Titin and nebulin: protein rulers in muscle?, 19, 405-409, 1994.
  • 25. K. TROMBITAS, P. H. BAATSEN and G. H. POLLACK, Effect of tension on the rigor crossbridge angle, Adv. Exp. Med. Biol., 226, 17-30, 1988.
  • 26. D. R. CLEWORTH and K. A. P. EDMAN, Changes in sarcomere length during isometric tension development in frog skeletal muscle, J. Physiol., 227, 1-17, 1972.
  • 27. A. M. GORDON, A. F. HUXLEY and F. J. JULIAN, The variation in isometric tension with sarcomere length in vertebrate muscle fibres, J. Physiol., 184, 170-92, 1966.
  • 28. L. E. FORD, A. F. HUXLEY and R. M. SIMMONS, Tension responses to sudden length change in stimulated frog muscle fibres near slack length, J. Physiol., 269, 441-515, 1977.
  • 29. A. F. HUXLEY and R. M. SIMMONS, A quick phase in the series-elastic component of striated muscle, demonstrated in isolated fibres from the frog, 208, 52-53, 1970.
  • 30. L. E. FORD, A. F. HUXLEY and R. M. SIMMONS, Tension transients during the rise of tetanic tension in frog muscle fibres, J. Physiol., 372, 595-609, 1986.
  • 31. A. V. HILL, The heat of shortening and the dynamic constants of muscle, Proc. R. Soc. Lond., Ser. B 126, 136-195, 1938.
  • 32. A. V. HILL, The abrupt transition from rest to activity in muscle, Proceedings of the Royal Society, B 136, 136-195, 1949.
  • 33. A. V. HILL, The development of the active state of muscle during the latent period, Proceedings of the Royal Society, B 137, 320-329, 1950.
  • 34. L. E. FORD, A. F. HUXLEY and R. M. SIMMONS, The relation between stiffness and filament overlap in stimulated frog muscle fibres, J. Physiol., 311, 219-49, 1981.
  • 35. H. E. HUXLEY, A. STEWART, H. SOSA and T. IRVING, X-ray diffraction measurements of the extensibility of actin and myosin filaments in contracting muscle, J. Biophys., 67, 2411-21, 1994.
  • 36. K. WAKABAYASHI, Y. SUGIMOTO, H. TANAKA, Y. UENO, Y. TAKEZAWA andY. AMEMIYA, X-ray diffraction evidence for the extensibility of actin and myosin filaments during muscle contraction (published erratum appears in J. Biophys. 1995 Mar;68(3):1196-7), J. Biophys., 67, 2422-35, 1994.
  • 37. M. A. BAGNI, G. CECCHI, F. COLOMO and P. GARZELLA, Absence of mechanical evidence for attached weakly binding cross-bridges in frog relaxed muscle fibres, J. Physiol., 482, 391-400, 1995.
  • 38. G. MUTUNGI and K. W. RANATUNGA, Tension relaxation after stretch in resting mammalian muscle fibers: stretch activation at physiological temperatures, J. Biophys., 70, 1432-8, 1996.
  • 39. L. E. FORD, A. F. HUXLEY and R. M. SIMMONS, Proceedings: Mechanism of early tension recovery after a quick release in tetanized muscle fibres, J. Physiol., 240, 42P-43P, 1974.
  • 40. L. E. FORD, A. F. HUXLEY and R. M. SIMMONS, Tension transients during steady shortening of frog muscle fibres, J. Physiol., 361, 131-50, 1985.
  • 41. F. J. JULIAN and M. R. SOLLINS, Variation of muscle stiffness with force at increasing speeds of shortening, J. Gen. Physiol., 66, 287-302, 1975.
  • 42. R. J. PODOLSKY, A. C. NOLAN and S. A. ZAVELER, Cross-bridge properties derived from muscle isotonic velocity transients, 64, 504-511, 1969.
  • 43. R. J. PODOLSKY and A. C. NOLAN, Muscle contraction transients, cross-bridge kinetics, and the Fenn effect, 37, 661-668, 1973.
  • 44. H. E. ter KEURS, T. IWAZUMI and G. H. POLLACK, The sarcomere length-tension relation in skeletal muscle, J. Gen. Physiol., 72, 565-92, 1978.
  • 45. W. 0. FENN, A quantitative comparison between the energy liberated and the work performed by the isolated sa,rtorius of the frog, J. Physiol., 58, 378-395, 1923.
  • 46. W. 0. PENN, The relationships between the work performed and the energy liberated in muscular contraction, J. Physiol., 58, 378-395, 1924.
  • 47. S. JEMIOŁO, J. J. TELEGA, Modelling elastic behaviour of soft tissues. Part I. Isotropy, Engng. Trans., this issue.
  • 48. S. JEMIOŁO, J. J. TELEGA, Modelling elastic behaviour of soft tissues. Part II. Transverse isotropy, Engng. Trans., this issue.
  • 49. L. SKUBISZAK, Force generation in muscle. 1. Molecular organization in the thick filament, Biocyb. Biomed. Engng., 13, 75-96, 1993.
  • 50. L. SKUBISZAK, L. KOWALCZYK, Computer animation of muscle contraction, Fifth Conference of the European Society for Engineering and Medicine, 1, 29-30, Barcelona, Spain 1999.
  • 51. L. SKUBISZAK, L. KOWALCZYK, Application of the computer simulation for examination of the structure and contraction mechanism of muscles [in Polish], Symulacja w Badaniach i Rozwoju, 111, Białystok 1999.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPB2-0004-0071
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