Based on the classical lattice model (Heisenberg, XY, XYZ, etc.), code Ether has been developed to study the thermodynamics of ANY CRYSTAL SYSTEM by performing the basic Monte Carlo methods. Metropolis algorithm has been used to equate all the observables

Repository for the Software and Computing for Applied Physics Project

Esercizi da consegnare per il corso di Simulazione Numerica - prof. Davide Emilio Galli

Accelerating Monte Carlo simulations of 2D Ising Model using Nvidia GPU

Solved the 1-D Ising Model numerically using the Metropolis algorithm to study ferromagnetism

Program simulating the Lennard-Jones liquid (the interaction between neigbouring particles is approximated by the Lennard-Jones potential) with various densities.

Monte Carlo simulation of Lennard-Jones particles

Various simple experiments with the Metropolis-Hastings algorithm and ordinary Monte Carlo methods. Personal project, autumn 2019.

Model to detect missing and spurious interactions in complex networks

Collections of codes used for verify application of the Ising Model in a complex network environment

Metropolis Algorithm for a 2D Ising Model

Mini-course for Elizabeth Liu

Fortran program to simulate the extraordinary refractive index in a Liquid crystal under static and dynamic electric field

Program written in fortran to simulate 2D Ising model on a square lattice - with phase transitions

Physics 77 Capstone Porject

A highly modular simulation framework of Monte-Carlo methods, based on the Ising Model in a 2D spin lattice. Producing results for the macroscopic properties of the system via simulation and bootstrapping. A few commonly used algorithms are built-in. Model generalizations and additional algorithms can be implemented.

Statistical 2D modeling by the Monte Carlo method allows studying equilibrium states of systems.