matrix analysis of structures
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Updated
Oct 11, 2021 - Python
The finite element method (FEM) is a numerical method for solving problems of engineering and mathematical physics. Typical problem areas of interest include structural analysis, heat transfer, fluid flow, mass transport, and electromagnetic potential.
matrix analysis of structures
This repository contains the work of Ivar Svalheim Haugerud for his master thesis in physics titled "The effects of spatial and temporal oscillations on hydrodynamic dispersion" at the University of Oslo
Finite element method implementation for truss structures
Small FEM software with graphical interface to define geometry and solve the heat and helmholtz equation
A program that follows the finite element method with 1-D elements. This is program was created as a semester project for the class Matrix Structural Analysis - 1D finite elements of the NTUA's School of Civil Engineering.
Thermal Simulations using ELMER of the OpenFlowMeter
Mesh converter to import Comsol Multiphysics meshes into Mathematica efficiently
Scientific Learning project on the monodomain equation
Simple finite element Python library for nonlinear analysis
Programa básico para cálculo pelo Método dos Elementos Finitos em Python a partir de malhas importadas do GMSH
Python toolbox in construction to assign values to a computational grid
Minimal 2D implementation of the finite element method
A software developed based on Abaqus for automatic loading and submission of flat laser shock and complex surface laser shock paths (Focus FEM Helper). The software is developed using pyqt5 and integrates automatic modeling of flat laser shock, path loading of complex surfaces.