kell1353/quantum-eigenvalues

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Created almost 4 years ago
Updated almost 2 years ago

kell1353/quantum-eigenvalues

kell1353

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This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It provides numerical and analytical solutions for the energies at a few different potentials. The infinite well, harmonic oscillator, and the Woods-Saxon potential.

search_algorithms

This is small python project testing some common search algorithms.

nuclear_pred

This program provides a look into the application of neural networks to predict the mass excess for nuclei which have yet to be experimentally measured.

Google-Api-Path-Extract

This program accesses Google Maps "Directions API" to extract coordinate information of a path from one location to another.

numerical-quadrature

This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It takes individual inputs (chosen by the user) and calculates the neutron flux using the Booles and Monte Carlo integration techniques.

linear-fit

This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It will read the data from the results of the 2016 Atomic Mass Experiment (AME) file. The program will use the binding energies in the file to find the theoretical parameters to fit into a constructed model.

ordinary-differential-equations

This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It calculates numerically the orbital motion of two masses around a central mass using the 4th Order Runge-Kutta algorithm.

poisson-equation

This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It solves Poisson's equation, in two dimensions.

schrodinger-PDE

This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It solves the time-dependent Schrodinger equation within a box for two different scenarios, zero and harmonic_well potentials, using the Crank-Nicolson method.

numerical-derivation

This program was done as an assignment in my graduate Computational Physics course at San Diego State University. It takes an individual real number (chosen by the user) and calculates the numerical second derivative of f(x)= x*sin(x) using both the Symmetric Euler 3-point and Euler 5-point approximations.