Stiller S, Mann H
Life Support Syst. 1986 Oct-Dec;4(4):305-18.
The calculation of the effective sodium gradient in dialysis has to consider a membrane potential difference which is generally derived from the Donnan effect. Strictly this is allowed only under equilibrium conditions. This paper considered the effect of the deviation from equilibrium in haemodialysis and haemofiltration. The mathematical analysis is based on the integration of the local transport rate over the membrane area. The local transport rate is calculated from the Nernst-Planck equation using the constant field assumption. Deviation from equilibrium results in a diffusion potential across the membrane. Experimental evidence was presented for part of the theoretical results. The diffusion potential, both in haemodialysis and in haemofiltration, is too small to have any clinical significance. From the theory it follows that better tolerance of haemofiltration in comparison with haemodialysis cannot be explained by a difference in sodium transport. Calculation of the sodium transport in dialysis therapy based on the equilibrium Donnan effect is sufficiently accurate for kinetic considerations in the dialysis routine.
透析中有效钠梯度的计算必须考虑通常由唐南效应产生的膜电位差。严格来说,这只在平衡条件下才成立。本文考虑了血液透析和血液滤过中偏离平衡的影响。数学分析基于膜面积上局部传输速率的积分。局部传输速率是使用恒定场假设从能斯特 - 普朗克方程计算得出的。偏离平衡会导致跨膜扩散电位。文中给出了部分理论结果的实验证据。血液透析和血液滤过中的扩散电位都太小,不具有任何临床意义。从理论上可知,血液滤过比血液透析耐受性更好不能用钠转运差异来解释。基于平衡唐南效应计算透析治疗中的钠转运,对于透析常规中的动力学考虑来说足够准确。