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SuhasPK edited this page Dec 4, 2023 · 4 revisions

Welcome to the My-Computational-Physics wiki!

Presented by Suhas. P. K


Explore a diverse range of physics and math concepts with a focus on simulations, programs, and $\LaTeX$. The projects utilize Python, R and $\LaTeX$. $\LaTeX$ for documentation and guide. Using python and R may depend on the project and my ease of workflow.

Projects lists

  1. Project-1: Series Expansion, Interpolation, and Curve Fitting

    • Taylor series
    • Interpolation, Splines, curve fitting
    • Error calculations
  2. Project-2: Derivatives

    • Central difference method
    • Richardson's method
    • Multi-dimensional derivatives
  3. Project-3: Integrals

    • Trapezoidal rule
    • Simpson's rule
    • Fourier Transforms
  4. Project-4: Differential Equations-I

    • Euler's method
    • Higher order differential equations
    • Runge Kutta $4^{th}$ order method
  5. Project-5: Differential Equation-II

    • Chaos and Lorentz systems
    • Heat Equation
    • 3-body problem
    • Rocketship
  6. Project-6: Eigen-value Problem

    • 3-coupled oscillators
    • Analyzing eigen-modes
    • Generalization to n-coupled oscillator
  7. Project-7: Monte Carlo algorithms & Magnets

    • Calculating $\pi$ using Monte Carlo
    • Simulating a magnet
  8. Project-8: Quantum Mechanics - Schrodinger wave equation

    • Particle in a box
    • Quantum harmonic oscillator
    • Quantum tunneling effect
  9. Project-9: Electronic Properties of Graphene

    • Free electron to band structures
    • Graphene lattice and band structure
    • Moire lattice of twisted bilayers of graphene
  10. Project-10: Quantum visualization using python's qmsolve.

$\LaTeX$ Projects and Documents

All the theory and resources required for the above-mentioned projects will in this section. This section is empty as of now.

Inspiration and Resources

  1. Computational Physics: Scientific Programming with Python
  2. Master Math by Coding in Python
  3. Mr. P Solver
  4. Statistical Mechanics: Algorithms and Computations

For detailed explanations and code, refer to the respective project folders in the repository.

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