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戈德曼-霍奇金- Katz方程在胆囊上皮细胞旁离子途径中的有效性。

Validity of the Goldman-Hodgkin-Katz equation in paracellular ionic pathways of gallbladder epithelium.

作者信息

Salas P J, López E M

出版信息

Biochim Biophys Acta. 1982 Sep 24;691(1):178-82. doi: 10.1016/0005-2736(82)90227-9.

Abstract

The Goldman-Hodgkin-Katz equation has been extensively used to determine cationic/anionic permeability ratios in the paracellular pathways of the gallbladder epithelium. Nevertheless, new experimental evidence suggests that none of the theoretical assumptions of the equation hold for these pathways. In order to assess the experimental validity of the Goldman equation the permeability ratios were calculated from zero-current diffusion potentials by means of the Goldman equation and compared with the cationic/anionic permeability ratios measured by simultaneous determinations of cation and anion tracer fluxes in the same membranes. The results indicate that the Goldman equation is empirically valid for the tested salts (KCl and RbCl) within the experimental range of concentrations (25 to 200 mM) at an electrochemical-potential difference of zero.

摘要

戈德曼-霍奇金- Katz方程已被广泛用于确定胆囊上皮细胞旁途径中的阳离子/阴离子渗透率比值。然而,新的实验证据表明,该方程的理论假设对于这些途径均不成立。为了评估戈德曼方程的实验有效性,通过戈德曼方程从零电流扩散电位计算渗透率比值,并与通过同时测定同一膜中阳离子和阴离子示踪剂通量所测得的阳离子/阴离子渗透率比值进行比较。结果表明,在零电化学势差且浓度实验范围(25至200 mM)内,戈德曼方程对于所测试的盐(KCl和RbCl)在经验上是有效的。

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