Dive into a comprehensive 43-minute video tutorial on solving the Time Independent Schrödinger Equation using numerical computation techniques in Scilab. Learn the finite difference method for calculating second-order derivatives in the TISE, and explore its application to various quantum systems including the Harmonic Oscillator, Infinite Square Well Potential, and Inverted Double Well Potential. Follow along as the instructor builds a Scilab program to implement these techniques, providing a practical approach to computational quantum mechanics. Gain valuable insights into numerical methods for solving complex quantum mechanical problems, enhancing your understanding of both theoretical concepts and practical implementation.
Numerically Solving the Schrodinger Equation in Scilab - Harmonic Oscillator and Infinite Square Well
For the Love of Physics via YouTube
Overview
Syllabus
Introduction
Numerical/ Computational Approach
Building the Program
Taught by
For the Love of Physics
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