Calculation of expectation values and uncertainty for linear potential by using numerov method

In this study, the 1D and 3D Schrödinger equations have been solved using Numerov method for linear potential. Eigenvalues of linear potential for different quantum states have been computed. Additionally, <x>, <p>, <x2>, and <p2> expectation values have been calculated for 1D and 3D states. It has been observed that linear potential confirmed the uncertainty principle. © 2020, Editura Academiei Romane. All rights reserved.