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Directly solve the one-dimensional Schrödinger equation via finite differences and MATLAB matrix operations

  • 2013-09-02
  • 330.13KB
  • Points it Requires : 2

Abstract: According to the principle of finite difference method, after dividing the solution range into a series of discrete nodes with equal spacing, the one-dimensional Schrödinger equation is transformed into a node linear equation system that can be expressed by a matrix equation. Using the matrix left division command provided by MATLAB, the function approximation of each unknown node can be obtained. This method is simple in concept and easy to use. It can solve large linear equations without spending much effort on programming. [Author Abstract]

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