An Efficient Meshless Method for Hyperbolic Telegraph Equations in (1 + 1) Dimensions

Numerical solutions of the second-order one-dimensional hyperbolic telegraph equations are presented using radial basis functions. The purpose this paper is to propose a simple novel direct meshless scheme for solving equations. This fulfilled by considering time variable as normal space variable. Under scheme, there no need remove time-dependent during whole solution process. Since numerical accuracy depends on condition coefficient matrix derived from function method. We shifted domain method, which can avoid full-coefficient interpolation easily. experiments performed with proposed several some discussions.