Arata H, Nishimura M
Biophys J. 1980 Nov;32(2):791-806. doi: 10.1016/S0006-3495(80)85017-X.
A method is developed to express the flux of an electron transfer reaction as a function of the conjugate force, the redox potential difference, throughout the nonlinear region. The flux can be expressed by a product of the hyperbolic sine of the force, a factor ("redox-poising parameter") determined by the redox potentials of subsystem (in certain cases by local pH's and pK's of subsystems), and some constants. This is analogous to the expression of the flux of a diffusion process by the product of its force and the concentration of the diffusing species. The redox-poising parameter corresponds to the concentration term. The expression is applied to redox chains in which electron transfers are coupled to vectorial processes such as proton translocation or electric current.
开发了一种方法,用于在整个非线性区域内将电子转移反应的通量表示为共轭力(氧化还原电位差)的函数。通量可以表示为作用力的双曲正弦、由子系统的氧化还原电位(在某些情况下由子系统的局部pH值和pK值)确定的一个因子(“氧化还原平衡参数”)以及一些常数的乘积。这类似于通过扩散过程的作用力与其扩散物种浓度的乘积来表示扩散过程的通量。氧化还原平衡参数对应于浓度项。该表达式适用于电子转移与质子转运或电流等矢量过程耦合的氧化还原链。