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Temperature dependence of the Elovich equation derived from activated electron or ion transport across a biological interface, with an application to muscle spindle adaptation.

作者信息

Cope F W

出版信息

Bull Math Biophys. 1971 Mar;33(1):39-47. doi: 10.1007/BF02476663.

DOI:10.1007/BF02476663
PMID:4251645
Abstract
摘要

相似文献

1
Temperature dependence of the Elovich equation derived from activated electron or ion transport across a biological interface, with an application to muscle spindle adaptation.源自生物界面上活化电子或离子传输的埃洛维奇方程的温度依赖性及其在肌梭适应中的应用
Bull Math Biophys. 1971 Mar;33(1):39-47. doi: 10.1007/BF02476663.
2
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The spindle potential in the frog muscle spindle does not require external Na+.青蛙肌梭中的纺锤体电位不需要外部钠离子。
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Evidence for electrogenic pumping in cat muscle spindle.猫肌梭中电致泵浦的证据。
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The physical state of solutes and water in living cells according to the association-induction hypothesis.
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[Permeability of the external capsule of the frog muscle spindle to potassium ions studied by using ion selective microelectrodes].[利用离子选择性微电极研究蛙肌梭外囊对钾离子的通透性]
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引用本文的文献

1
Evidence for activated interfacial charge transport in low-G acceleration stress.低重力加速度应力下激活界面电荷传输的证据。
Space Life Sci. 1972 Jun;3(3):278-81. doi: 10.1007/BF00928175.
2
Generalizations of the Roginsky-Zeldovich (or Elovich) equation for charge transport across biological surfaces.用于描述电荷跨生物表面传输的罗金斯基 - 泽尔多维奇（或埃洛维奇）方程的推广。
Bull Math Biophys. 1972 Sep;34(3):419-27. doi: 10.1007/BF02476452.
3
Kinetics of light emission by photosynthetic systems: second order light decay kinetics means Elovich kinetics in a solid state reaction; 1.5 order light decay kinetics means second order reaction kinetics.

本文引用的文献

1
The response of a single end organ.单个终末器官的反应。
J Physiol. 1931 Jan 21;71(1):64-110. doi: 10.1113/jphysiol.1931.sp002718.
2
A THEORY OF ION TRANSPORT ACROSS CELL SURFACES BY A PROCESS ANALOGOUS TO ELECTRON TRANSPORT ACROSS LIQUID-SOLID INTERFACES.一种关于离子跨细胞表面运输的理论，其过程类似于电子跨液-固界面的运输。
Bull Math Biophys. 1965 Mar;27:99-109. doi: 10.1007/BF02476472.
3
ELOVICH DECAY OF FREE RADICALS IN A PHOTOSYNTHETIC SYSTEM AS EVIDENCE FOR ELECTRON TRANSPORT ACROSS AN INTERFACIAL ACTIVATION ENERGY BARRIER.
Bull Math Biol. 1975 Mar;37(1):79-83. doi: 10.1007/BF02463494.
4
Derivation of the Weber-Fechner law and the Loewenstein equation as the steady-state response of an Elovich solid state biological system.
Bull Math Biol. 1976;38(2):111-8. doi: 10.1007/BF02471751.
光合系统中自由基的埃洛维奇衰变作为电子跨界面活化能垒传输的证据
Proc Natl Acad Sci U S A. 1964 May;51(5):809-10. doi: 10.1073/pnas.51.5.809.
4
TRANSIENT EPR AND ABSORBENCE CHANGES IN PHOTPSYNTHETIC BACTERIA.光合细菌中的瞬态电子顺磁共振和吸收变化
Proc Natl Acad Sci U S A. 1964 Mar;51(3):515-20. doi: 10.1073/pnas.51.3.515.
5
A THEORY OF ENZYME KINETICS BASED ON ELECTRON CONDUCTION THROUGH THE ENZYMATIC PARTICLES, WITH APPLICATIONS TO CYTOCHROME OXIDASES AND TO FREE RADICAL DECAY IN MELANIN.基于电子通过酶颗粒传导的酶动力学理论及其在细胞色素氧化酶和黑色素自由基衰变中的应用
Arch Biochem Biophys. 1963 Dec;103:352-65. doi: 10.1016/0003-9861(63)90425-9.
6
NMR evidence for complexing of Na+ in muscle, kidney, and brain, and by actomyosin. The relation of cellular complexing of Na+ to water structure and to transport kinetics.核磁共振（NMR）证据表明，在肌肉、肾脏和大脑中以及肌动球蛋白存在时，钠离子会形成络合物。钠离子的细胞络合与水结构及运输动力学之间的关系。
J Gen Physiol. 1967 May;50(5):1353-75. doi: 10.1085/jgp.50.5.1353.
7
Evidence for the existence of a minimum of two phases of ordered water in skeletal muscle.骨骼肌中至少存在两个有序水相的证据。
Nature. 1969 May 24;222(5195):747-50. doi: 10.1038/222747a0.
8
Nuclear magnetic resonance evidence using D2O for structured water in muscle and brain.使用重水（D2O）对肌肉和大脑中结构化水进行检测的核磁共振证据。
Biophys J. 1969 Mar;9(3):303-19. doi: 10.1016/S0006-3495(69)86388-5.
9
Potassium ion: is the bulk of intracellular K+ adsorbed?钾离子：细胞内大部分的钾离子都被吸附了吗？
Science. 1969 Mar 21;163(3873):1335-6. doi: 10.1126/science.163.3873.1335.
10
A non-equilibrium thermodynamic theory of leakage of complexed Na+ from muscle, with NMR evidence that the non-complexed fraction of muscle Na+ is intra-vacuolar rather than extra-cellular.一种关于肌肉中络合钠泄漏的非平衡热力学理论，核磁共振证据表明肌肉钠的非络合部分存在于液泡内而非细胞外。
Bull Math Biophys. 1967 Dec;29(4):691-704. doi: 10.1007/BF02476920.