Computer Simulations In Quantum Physics: Using Numerical Techniques Worksheets And Programming

<p>Computer Simulations in Quantum Mechanics is the first in a book series towards implementing NEP-2020 that focuses on simulation activities that go hand-in-hand with theory classes.</p> <p>Key Features:</p> <p>1. Modeling Theory<br/>2. Simulation Methodology<br/>3. Worksheet based Simulations using Gnumeric<br/>4. Programming based Simulations using Scilab<br/>5. Super Symmetric (SUSY) technique for solving Schrodinger equation (TISE)</p> <p>6. Numerical Methods<br/>(i) Bisection method<br/>(ii) Newton Rapson method<br/>(iii) Crank-Nicholson method<br/>(iv) Central Divided Difference<br/>(v) Numerov Matrix Method<br/>(vi) Matrix Method by Sine Basis<br/>7. TISE solved for Potentials:<br/>(i) Infinite Square Well<br/>(ii) Finite Square Well<br/>(iii) Harmonic Oscillator<br/>(iv) Coulomb (Hydrogen Atom)</p> <p>These simulations have been implemented for teaching courses for over 3 years and most of the difficulties have been eased out and must work as self-learning materials.</p>