The Laplace transform operator and An amendment to solve the partial differential equations

The Laplace transform operator and An amendment to solve the partial differential equations

There are some analytical and numerical methods in solving linear and nonlinear differential equations. In spite of having the ability to solve wide range of different equations, some of these methods should be modified to get better results. One helpful modification that overcomes the shortening of some techniques is applying the combination of Laplace transform with them. In this paper, we can see the characteristics of the Laplace operator in solving some partial differential equations.