Journal of Applied Mathematics · 2012 · 15 citations · 7 references
Natural SciencesMathematicsComputational Fluid DynamicsComputational MechanicsDifferential EquationsNumerical AnalysisNumerical Methods For Differential EquationsPartial Differential EquationsSystems Of Differential EquationsAnalytical SolutionsDifferential Equation Solvers
Many applications of various self‐adjoint differential equations, whose solutions are complex, are produced (Arfken, 1985; Gandarias, 2011; and Delkhosh, 2011). In this work we propose a method for the solving some self‐adjoint equations with variable change in problem, and then we obtain a analytical solutions. Because this solution, an exact analytical solution can be provided to us, we benefited from the solution of numerical Self‐adjoint equations (Mohynl‐Din, 2009; Allame and Azal, 2011; Borhanifar et al. 2011; Sweilam and Nagy, 2011; Gülsu et al. 2011; Mohyud‐Din et al. 2010; and Li et al. 1996).
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