Undergraduate project numerically solving the n-body gravitational force problem in Fortran.
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Updated
Mar 6, 2023 - Fortran
Undergraduate project numerically solving the n-body gravitational force problem in Fortran.
CDFT Development Branch for CP2K
Undergraduate project to compute the wavefunction of a particle within a 3D Gaussian potential well
Undergraduate project to simulate ferromagnetic properties with a Monte-Carlo method.
Este código evoluciona estrellas con una gaussiana de condición inicial.
Códigos en Fortran y scripts de Gnuplot que escribí mientras cursé Física computacional (curso de posgrado en Física - FaMAF)
Undergraduate project solving the n-body problem using 4th-order Runge-Kutta integration.
Massively Parallel Semiconductor Device Simulation using Quantum Monte-Carlo
Finding the stable orbits of a small comet in a comet–earth–sun 3 body system using the classic Runge–Kutta method as well as the concept of Lagrange points.
C/Fortran OpenMP Parallel N-Body Simulation
Este conjunto de programas soluciona el sistema de EDO's del péndulo doble variando las condiciones iniciales y calcula el tiempo que tarda en girar. Posteriormente hace un mapa de calor con los datos obtenidos.
Fortran95 code submissions for solving Physics problems numerically.
Implementation of the vc-sqnm and sqnm optimization algorithms in C++
Fortran implemetation of Incompressible Navier-Stokes equations using Jos Stam Algorithm
This is the repo of the Computational physics program using to solve the problem in physcis and do physics simulation
Fortran Numerical Methods is an open-source project that provides efficient and well-organized implementations of various numerical methods in the Fortran programming language. It includes solutions for ordinary differential equations, numerical interpolation, and root-finding of equations, among others.
Undergraduate project to compute the solution of the heat equation across a 3d cube
Program to perform a liquid simulation in order to obtain the radial distribution function using a Monte Carlo approach. The program can use two different potential types, Lennard-Jones and Stillinger potentials.
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