Cairo Techniques Solution of Schrödinger's Equation – Time Dependence

Author:

Abbas Ismail

Abstract

We have shown in previous papers that B- matrix string mechanics, which is the product of a numerical statistical method called the Cairo technique, can be successfully applied to solve the most general form of the diffusion equation of heat as well as the time- independent equation. Schrödinger equation. In this paper we examine the extension of matrix chains from the Cairo technique to the solution of the time-dependent Schrödinger equation. Numerical results for a quantum particle in a three- dimensional box are presented and are intended to be strikingly precise.

Publisher

International Journal of Innovative Science and Research Technology

Reference13 articles.

1. ohn H. Mathews, Numerical methods for Mathematics, Science and Engineering,1994, pp. 540-550.

2. I. M. Abbas, I.M. Abbas, IJISRT review, A Numerical Statistical Solution to the Laplace and Poisson Partial Differential Equations, Volume 5, Issue11, November – 2020

3. I. M. Abbas, How Nature Works in Four-Dimensional Space: The Untold Complex Story. Researchgate , IJISRT review, may 2023.

4. I. M. Abbas, IJISRT, Time Dependent Numerical Statistical Solution of the Partial Differential Heat Diffusion Equation, Volume 6, Issue 1,January - 2021

5. Cairo Techniques Solution of Schrödinger's Partial Differential Equation – Time Dependence

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