Numerical Simulation for a Non-linear Predator -Prey System with Robin Boundary Conditions
الباحث الأول:
Huda R. Al-Maliky
الباحثين الآخرين:
Ghassan A. Al-Juaifri
المجلة:
Wasit Journal for Pure Science
تاريخ النشر:
30 سبتمبر، 2025
مختصر البحث:
This study presents a numerical simulation of a nonlinear predator-prey system described by a reaction diffution model within a convex, open domain, subject to Robin boundary conditions. The Finite Element Method (FEM) is employed to discretize and …
This study presents a numerical simulation of a nonlinear predator-prey system described by a reaction diffution model within a convex, open domain, subject to Robin boundary conditions. The Finite Element Method (FEM) is employed to discretize and solve the system, offering a practical approach to capture the spatiotemporal dynamics of predator-prey interactions. Furthermore, an error estimation is derived to evaluate the accuracy of the mumerical approximation in comparison to the exact continuous solution. The results confirm the reliability and efficiency of the proposed numerical scheme, particularly in handling the complexities introduced by the Robin boundary conditions.
