Use the above links for more specifically curated list. Following is a more general list containing everything.
This repository contains all my computational physics codes. Most of the stuffs are pretty basic and was written during my Master's degree. Few stuffs are more advanced and those codes might help somebody who need it.
Following is the name and description of what the codes do. Will keep updating the codes and adding more.
| Name | Description |
|---|---|
| Graphene_along_HSP | Plots Graphene bands along high symmetry points |
| Graphene | 3D band structure(BS) plot of Graphene by diagonalization |
| Weyl_review_paper | Weyl semimetal 3D BS from Rev. Mod. Phys. 90, 015001 by N.P. Armitage |
| bdg_SQ | BdG Hamiltonian in Real space and DOS for square lattice (MATLAB Live script) |
| Hex_nbd | complete code to find the nearest neighbor for hexagonal lattice (MATLAB Live script) |
| Hexagonal_nbd | complete code to find the nearest neighbor for hexagonal lattice |
| bdg_SQ.pdf | BdG Hamiltonian in Real space and DOS for square lattice (PDF) |
| WSM.m | MATLAB code for Weyl semimetals as discussed here |
| KPOINT | KPOINT required for above code |
The following codes were used for the paper Effect of population migration and punctuated lockdown on the spread of infectious diseases.
| COVID_N_CITY | COVID_Param |
| Lock_Punc_three_city | Lock_punc |
| R0_m12_var | R0_m13_inset |
| two_city | |
| Name | Description |
|---|---|
| 1D_Potential_Euler | Phase Space Trajectories for $V(x)=(x^2−1)^2$ : Euler Method |
| 1D_Potential_RK2 | Phase Space Trajectories for $V(x)=(x^2−1)^2$ : RK-2 Method |
| 1D_Potential_RK4 | Phase Space Trajectories for $V(x)=(x^2−1)^2$ : RK-4 Method |
| 1D_Potential_Verlet | Phase Space Trajectories for $V(x)=(x^2−1)^2$ : Verlet Algorithm |
| rhoMu | Animation for Mott transition in Hubbard Hamiltonian as function of U (Reference PDF is mentioned in notebook) |
| SIAM_MFT | Basic Anderson Impurity Model (SIAM) |
| Superconducting_Gap | Solving the self-consistent gap equation to get the infamous plot |
| Halley's Comet | Position Vs Time plot for Halley's comet |
| Ising | Animation showing the fluctuation in Ising model |
| Simulated_Annealing | Simulated Annealing |
| rho_VS_mu | Same as rhoMu but only the plots (no animation) |
| Presentation | Basic presentation made in Jupyter notebook on Hubbard model, Ising Model and SIAM |
| Presentation.slides | HTML slides of the above Presentation (can be directly opened in browser) |
These are the solution to the problems set during my TA in 2022 for the class Material Design.
| Name | Description |
|---|---|
| Assignment_0.pdf | Assignment-0 Questions(PDF) |
| Assignment_0.tex | Assignment-0 Questions(LaTex) |
| A0_P01 | Solution to Problem 1 |
| A0_P02 | Solution to Problem 2 |
| A0_P03 | Solution to Problem 3 |
| A0_P04 | Solution to Problem 4 |
| Assignment_1.pdf | Assignment-1 Questions(PDF) |
| Assignment_1.pdf | Assignment-1 Questions(LaTex) |
| A1_P01 | Solution to Problem 1 |
| A1_P02 | Solution to Problem 2 |
| A1_P03 | Solution to Problem 3 |
| A1_P04 | Solution to Problem 4 |
| A1_P05 | Solution to Problem 5 |
| Assignment_2.pdf | Assignment-2 Questions(PDF) |
| Assignment_2.tex | Assignment-2 Questions(LaTex) |
These are codes from basic numerical methods class.
| Name | Description |
|---|---|
| Bisection_Method | Finds roots of the function |
| Bisection_Method_2 | Finds roots of the function |
| Compare | Compare Euler, RK-2 and RK-4 method |
| Euler_method | Euler method |
| Gauss_quad | Gauss Quadrature method |
| Machine_precision | Machine precision |
| Naive_Gauss | Gauss Elimination method |
| Newton_Raphson | Newton-Raphson method (Menu driven) |
| Newton_Raphson_2 | Newton_Raphson_2 (BASIC) |
| RK_2 | Runge-Kutta Method (RK-2) |
| RK_4 | Runge-Kutta Method (RK-4) |
| Simpson's_3_8_Method | Simpson's 3/8 Method |
| Simpson's_Method | Simpson's 1/3 Method |
| Trapezoidal_Method | Trapezoidal Method |
These are miscellaneous codes written just for fun and learning
| Name | Description |
|---|---|
| Collatz_conjecture | Implementation of Collatz Conjecture |
These are VPython codes which are great for learning basic stuffs and solve basic stuffs. Use Glowscript or Trinket to run these type of programs. Just make a free account there and run VPython codes there.
| Name | Description |
|---|---|
| Projectile_Motion_basic | Basic implementation of Projectile Motion |
| Projectile_Motion_mult_balls | Projectile motion with multiple balls |
| Projectile_Motion_with_air_Resistance | Projectile Motion with air resistance |
Mathematica Codes1
| Name | Description |
|---|---|
| Berry_Graphene.nb | Berry Curvature of Graphene2 |
| Berry_Graphene.pdf | PDF format of notebook |
| SEIRS.nb | SEIRS Model of Epidemiology |
| Epidemiology-Introduction.nb | Introduction to Epidemiology3 |
| Epidemiology-Application.nb | More advanced application to different models3 |
Footnotes
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Requires decent understanding of Mathematica and slightly deeper knowledge of the topic at hand. ↩
-
This code was written with the help of this stackexchange post by John Tiessen ↩
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These codes were not written by me. These are codes from an online course I attended on Epidemiology. ↩ ↩2