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SolidsPy

2D-Finite Element Analysis with Python

From AppliedMechanics-EAFIT·Updated May 30, 2026·View on GitHub·

A simple finite element analysis code for 2D elasticity problems. The code uses as input simple-to-create text files defining a model in terms of nodal, element, material and load data. The project is written primarily in Python, distributed under the MIT License license, first published in 2015. Key topics include: elasticity, fem, finite-element-analysis, finite-element-methods, finite-elements.

Latest release: v1.0.16Version 1.0.16
September 14, 2020View Changelog →

SolidsPy: 2D-Finite Element Analysis with Python


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A simple finite element analysis code for 2D elasticity problems. The code uses
as input simple-to-create text files defining a model in terms of nodal,
element, material and load data.

Features

  • It is based on an open-source environment.
  • It is easy to use.
  • The code allows to find displacement, strain and stress solutions
    for arbitrary two-dimensional domains discretized into finite
    elements and subject to point loads.
  • The code is organized in independent modules for pre-processing,
    assembly and post-processing allowing the user to easily modify it
    or add features like new elements or analyses pipelines.
  • It was created with academic and research purposes.
  • It has been used to tech the following courses:
    • Introduction to Solid Mechanics.
    • Computational Modeling.
    • Introduction to the Finite Element Methods.
    • Introduction to Soil Mechanics.

Installation

The code is written in Python and it depends on numpy, and scipy and. It
has been tested under Windows, Mac, Linux and Android.

To install SolidsPy open a terminal and type:

pip install solidspy

To specify through a GUI the folder where the input files are stored you will
need to install easygui.

To easily generate the required SolidsPy text files out of a
Gmsh model you will need meshio.

These two can be installed with:

pip install easygui
pip install meshio

How to run a simple model

For further explanation check the docs.

Let's suppose that we have a simple model represented by the following files
(see tutorials/square example
for further explanation).

  • nodes.txt
    0  0.00  0.00   0  -1
    1  2.00  0.00   0  -1
    2  2.00  2.00   0   0
    3  0.00  2.00   0   0
    4  1.00  0.00  -1  -1
    5  2.00  1.00   0   0
    6  1.00  2.00   0   0
    7  0.00  1.00   0   0
    8  1.00  1.00   0   0
  • eles.txt
    0   1   0   0   4   8   7
    1   1   0   4   1   5   8
    2   1   0   7   8   6   3
    3   1   0   8   5   2   6
  • mater.txt
    1.0  0.3
  • loads.txt
    3  0.0  1.0
    6  0.0  2.0
    2  0.0  1.0

Run it in Python as follows:

python
import matplotlib.pyplot as plt # load matplotlib from solidspy import solids_GUI # import our package disp = solids_GUI() # run the Finite Element Analysis plt.show() # plot contours

For Mac users it is suggested to use an IPython console to run the example.

License

This project is licensed under the MIT license.
The documents are licensed under Creative Commons Attribution License.

Citation

To cite SolidsPy in publications use

Nicolás Guarín-Zapata, Juan Gomez (2023). SolidsPy: Version 1.1.0
(Version v1.1.0). Zenodo. https://doi.org/10.5281/zenodo.7694030

A BibTeX entry for LaTeX users is

bibtex
@software{solidspy, title = {SolidsPy: 2D-Finite Element Analysis with Python}, version = {1.1.0}, author = {Guarín-Zapata, Nicolás and Gómez, Juan}, year = 2023, keywords = {Python, Finite elements, Scientific computing, Computational mechanics}, abstract = {SolidsPy is a simple finite element analysis code for 2D elasticity problems. The code uses as input simple-to-create text files defining a model in terms of nodal, element, material and load data.}, url = {https://github.com/AppliedMechanics-EAFIT/SolidsPy}, doi = {https://doi.org/10.5281/zenodo.7694030} }

Contributors

Showing top 5 contributors by commit count.

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This article is auto-generated from AppliedMechanics-EAFIT/SolidsPy via the GitHub API.Last fetched: 6/15/2026