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New decomposition method for the solutions of linear Schrödinger equation

Edeki, S.O. and Onyemekara, K. C. (2020) New decomposition method for the solutions of linear Schrödinger equation. In: nternational Conference on Recent Trends in Applied Research (ICoRTAR).

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The Schrödinger equation serves as the fundamental equation for quantum mechanics. In this article, we consider the theoretical and numerical solutions of Schrödinger's linear equations. This is achieved using the new semi-analytical approach as an alternative to the classical Adomian Decomposition Method (ADM). The new method is referred to as Telescoping Decomposition Method. Some cases are considered; the results obtained display high level of convergence to their exact forms. The improved version is very useful and reliable; it requires less analytical effort, even without giving up precision. Thus, it is also highly recommended for the solution of related linear and nonlinear differential models in the fields of applied research.

Item Type: Conference or Workshop Item (Paper)
Uncontrolled Keywords: Differential equations; Modified ADM; Schrödinger Equations; Analytical solutions
Subjects: Q Science > Q Science (General)
Q Science > QA Mathematics
Divisions: Faculty of Engineering, Science and Mathematics > School of Mathematics
Depositing User: AKINWUMI
Date Deposited: 03 Feb 2023 10:50
Last Modified: 03 Feb 2023 10:50

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