Costalat R, Burger J
Institut de Biologie Théorique, Angers, France.
Bull Math Biol. 1996 Jul;58(4):719-37. doi: 10.1007/BF02459479.
Yates-Pardee-type metabolic pathways in a heterogeneous cell milieu are modeled as a system of coupled non-linear partial differential equations. A numerical solution to this system is described and some properties of such a physiological system are studied. Confinement with and without a membrane is considered and it is shown how confinement results in an increase in the stability of the metabolite concentrations. These results suggest that the enzyme organization may contribute to the stability of the cellular metabolism.
在异质细胞环境中的耶茨-帕迪型代谢途径被建模为一个耦合非线性偏微分方程组。描述了该系统的数值解,并研究了这种生理系统的一些特性。考虑了有膜和无膜的限制情况,并展示了限制如何导致代谢物浓度稳定性的增加。这些结果表明酶的组织可能有助于细胞代谢的稳定性。