Sackin H, Boulpaep E L
J Gen Physiol. 1975 Dec;66(6):671-733. doi: 10.1085/jgp.66.6.671.
Models for coupling of salt and water transport are developed with two important assumptions appropriate for leaky epithelia. (a) The tight junction is permeable to both sale and water. (b) Active Na transport into the lateral speces is assumed to occur uniformly along the length of the channel. The proposed models deal specifically with the intraepithelial mechanism of proximal tubular resbsorption in the Necturus kidney although they have implications for epithelial transport in the gallbladder and small intestine as well. The first model (continuous version) is similar to the standing gradient model devised by Diamond and Bossert but used different boundary conditions. In contrast to Diamond and Bossert's model, the predicted concentration profiles are relatively flat with no sizable gradients along the interspace. The second model (compartment version) expands Curran's model of epithelial salt and water transport by including additional compartments and considering both electrical and chemical driving forces for individual Na and Cl ions as well as hydraulic and osmotic driving forces for water. In both models, ion and water fluxes are investigated as a function of the transport parameters. The behavior of the models is consistent with previously suggested mechanisms for the control of net transport, particularly during saline diuresis. Under all conditions the predicted ratio of net solute to solvent flux, or emergent concentration, deviates from exact isotonicity (except when the basement membrane has an appreciable salt reflection coefficient). However, the degree of hypertonicity may be small enough to be experimentally indistinguishable from isotonic transport.
基于对渗漏上皮组织适用的两个重要假设,建立了盐和水运输耦合模型。(a)紧密连接对盐和水均具有通透性。(b)假定主动钠转运进入侧间隙沿通道长度均匀发生。所提出的模型专门处理美西螈肾脏近端小管重吸收的上皮内机制,尽管它们对胆囊和小肠的上皮运输也有影响。第一个模型(连续版本)类似于由戴蒙德和博泽特设计的立位梯度模型,但使用了不同的边界条件。与戴蒙德和博泽特的模型不同,预测的浓度分布相对平坦,沿间隙没有明显的梯度。第二个模型(隔室版本)通过纳入额外的隔室,并考虑单个钠和氯离子的电驱动力和化学驱动力以及水的水力驱动力和渗透驱动力,扩展了柯伦的上皮盐和水运输模型。在这两个模型中,离子通量和水通量均作为运输参数的函数进行研究。模型的行为与先前提出的净运输控制机制一致,特别是在盐水利尿期间。在所有条件下,预测的净溶质通量与溶剂通量之比或出现的浓度偏离精确的等渗性(除非基底膜具有可观的盐反射系数)。然而,高渗程度可能小到在实验上与等渗运输无法区分。