Finite Difference Seismic Numerical Simulation
2D Seismic Numerical Simulation with Simple Model Implementation
Building a 2D Model Using the Ising Model Concept with Monte Carlo Implementation
This course project implements a two-dimensional Ising model using importance sampling and Monte Carlo methods to simulate ferromagnetic-paramagnetic phase transitions. The code calculates average energy (Ev), heat capacity (Cv), magnetization (M), and magnetic susceptibility (X) for paramagnetic materials, generating Ev-T, Cv-T, M-T, and X-T plots. Key implementations include Metropolis algorithm for spin updates and thermodynamic property computations through statistical averaging.
Developing a Two-Dimensional Model Using FDTD
Implementation of a 2D FDTD (Finite-Difference Time-Domain) model using MATLAB for diffraction tomography visualization of target electromagnetic parameters
Two-Dimensional Lattice Boltzmann Method Program
Two-Dimensional Lattice Boltzmann Method Code Implementation