Garner J B
Department of Mathematics and Statistics, Mississippi State University, MS 39762.
J Math Biol. 1990;28(3):317-27. doi: 10.1007/BF00178780.
A single nephron model, which includes the Bowman's space, Cortical interstitium, and Pelvis as well-stirred baths, is investigated. A boundary value problem, which allows for pelvic reflux, is established for the fluid-multisolute flow in the nephron. The implicit function theorem is used to establish the existence and uniqueness of a solution of the boundary value problem for the case of small permeability coefficients and transport rates.
研究了一种单肾单位模型，该模型将鲍曼囊腔、皮质间质和肾盂视为充分搅拌的浴槽。针对肾单位中的流体多溶质流动，建立了一个考虑肾盂逆流的边值问题。对于渗透率系数和传输速率较小的情况，使用隐函数定理建立了边值问题解的存在性和唯一性。
