Solution of Two-Dimensional Groundwater Flow Steady

In this paper, we introduced the relevant theories of Radial Basis Functions and the Generalized Hermit Interpolation. And on that basis, we will construct the symmetric form of collocation methods using radial basis functions, and it will be applied to two-dimensional groundwater flow problems. It is a real mesh less method to solve differential equations, which does not need to divide the meshes and avoids the complex mesh generation process when it solves numerical discretization. When we adopt important radial basis function with symmetric collocation methods to solve groundwater problems, the simulation results are much better satisfied with easier operation, higher computational accuracy, and fewer errors.