A numerical treatment of a reaction-diffusion model of spatial pattern in the embryo
S Toubaei, M Garshasbi… - Computational Methods for …, 2016 - cmde.tabrizu.ac.ir
S Toubaei, M Garshasbi, M Jalalvand
Computational Methods for Differential Equations, 2016•cmde.tabrizu.ac.irIn this work the mathematical model of a spatial pattern in chemical and biological systems
is investigated numerically. The proposed model considered as a nonlinear reaction-
diffusion equation. A computational approach based on finite difference and RBF-collocation
methods is conducted to solve the equation with respect to the appropriate initial and
boundary conditions. The ability and robustness of the numerical approach is investigated
using two test problems.
is investigated numerically. The proposed model considered as a nonlinear reaction-
diffusion equation. A computational approach based on finite difference and RBF-collocation
methods is conducted to solve the equation with respect to the appropriate initial and
boundary conditions. The ability and robustness of the numerical approach is investigated
using two test problems.
In this work the mathematical model of a spatial pattern in chemical and biological systems is investigated numerically. The proposed model considered as a nonlinear reaction-diffusion equation. A computational approach based on finite difference and RBF-collocation methods is conducted to solve the equation with respect to the appropriate initial and boundary conditions. The ability and robustness of the numerical approach is investigated using two test problems.
cmde.tabrizu.ac.ir
以上显示的是最相近的搜索结果。 查看全部搜索结果