Flessner M F, Dedrick R L, Schultz J S
Am J Physiol. 1984 Apr;246(4 Pt 2):R597-607. doi: 10.1152/ajpregu.1984.246.4.R597.
Transport of water-soluble substances between the peritoneal cavity and the plasma was modeled with a distributed approach. The model includes diffusion and convection through tissue as well as membrane transport across blood capillaries, which are assumed to be distributed uniformly in the tissue. Lymphatic uptake via the diaphragm is also included. Transport in the remainder of the body is modeled by a system of compartments. The resulting system of mass balances and rate equations is solved numerically to provide predictions of peritoneal volume and concentrations in plasma, peritoneal fluid, and tissue surrounding the cavity. The model sensitivity is explored by varying key parameters to determine whether the changes would have a significant effect on model output. Key parameters include peritoneal surface area, tissue diffusivity, capillary permeability, tissue void fraction, and hydrostatic and osmotic pressures in the capillaries and interstitium.
采用分布式方法对水溶性物质在腹膜腔与血浆之间的转运进行建模。该模型包括通过组织的扩散和对流以及跨血毛细血管的膜转运,假定血毛细血管在组织中均匀分布。还包括通过膈肌的淋巴吸收。身体其余部分的转运通过一个隔室系统进行建模。对由此产生的质量平衡和速率方程系统进行数值求解,以预测腹膜腔容积以及血浆、腹膜液和腹腔周围组织中的浓度。通过改变关键参数来探究模型的敏感性,以确定这些变化是否会对模型输出产生显著影响。关键参数包括腹膜表面积、组织扩散率、毛细血管通透性、组织孔隙率以及毛细血管和间质中的流体静压和渗透压。