Solving Problems With Inhomogeneous Boundary Conditions

Abstract

In this study, heat and wave equations containing ihomogeneous boundary conditions were discussed. For these equations, the data shift method and the Fourier series method were used to reduce the inhomogeneous boundary conditions to homogeneous ones. Methods were compared in order to facilitate the solution and improve the decision phase. These results are used in sectors such as production, health and finance and are effective in increasing productivity.