Title of article :
NUMERICAL SOLUTION OF SOME NON-LINEAR EIGENVALUE DIFFERENTIAL EQUATIONS BY FINITE DIFFERENCE-SELF CONSISTENT FIELD METHOD
Author/Authors :
Aleomraninejad ، Mohamad Ali Department of Mathematics - Faculty of Science - Qom University of Technology , Solaimani ، Mehdi Department of Physics - Faculty of Science - Qom University of Technology
Abstract :
The finite difference-self consistent field iteration is presented to solve some nonlinear eigenvalue differential equations. Some properties of the self consistent field iteration and finite difference methods required for our subsequent development are given. Numerical examples are included to demonstrate the validity and applicability of the present technique. A comparison is also made with the existing results. The method is easy to implement and yields accurate results.
Keywords :
Non , linear eigenvalue differential equation , Finite difference method , Self consistent field iteration
Journal title :
Mathematical Analysis and Convex Optimization
Journal title :
Mathematical Analysis and Convex Optimization
