SOLVE BOUNDARY VALUE PROBLEM OF SHOOTING AND FINITE DIFFERENCE METHOD USING MATLAB
Islam, Sheikh Md. Rabiul
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In this paper, the order of convergence of ﬁnite difference methods& shooting method has been presented for the numerical solution of a two-point boundary value problem (BVP) with the second order diﬁerential equations (ODE ’s) and analyzed. Suﬂicient condition guaranteeing a unique solution of the corresponding boundary value problem is also given. Numerical results are tabulated for typical numerical examples and compared with the shooting technique employing the classical Euler and fourth- order Runge-Kutta method using MATLAB 7.6. 0( R2008a).