azzeddinetiba / feclap

FeCLAP: A small solver for the Finite element analysis of Composite Laminate Plates with rectangular geometries. This personal project solver supports static, modal, transient and non linear analysis using a perfectly plastic model.

FeCLAP

A simple solver for laminate composite plates
Explore the docs »

View Demo · FeCLAP Bug · Request Feature

Table of Contents

• About the Project
• Getting Started
  • Prerequisites
  • Installation
• Usage
• Roadmap
• Contributing
• Contact
• Acknowledgements

About The Project

This is a personal project small solver for the Finite element analysis of Composite LAminate Plates = FeCLAP for rectangular geometries. This solver supports static, modal, transient and non linear analysis using a perfectly elasto-plastic model. Only triangular mesh (Argyris elements for bending and Linear Lagrange elements for membrane displacement are supported currently) from distmesh is available, and only rectangular geometries. The plastic model used is based on a Tsai-Hill yield function, with no plastic hardening.

Getting Started

To get a local copy up and running follow these simple steps. See Usage for using the solver.

Prerequisites

This project requires the following libraries:

• Cython

pip install cython

• Numpy

pip install numpy

• Scipy

pip install scipy

• Eigency

pip install rmjarvis.eigency

• distmesh
  Instead of installing via pip, we recommend icnluding the distmesh source code folder into the remaining FeCLAP folder, avoiding thus Lapack incompatibility issues.

Installation

• Clone the FeCLAP

git clone https://github.com/azzeddinetiba/FeCLAP.git

• Install the required packages

• Delete FeCLAP\NonLinearModule\NonLinearModule.cpp

• Build the NonLinearModule (this build uses Cython and C++)

python setup.py build
python setup.py install

• Create and add to FeCLAP\NonLinearModule\ or FeCLAP\NonLinearModule-1.0-py3.8-win-amd64.egg\NonLinearModule\ the file \__init__.py (Folder names vary depending on the python version, and the environment used) with:

from .NonLinearModule import * 

The program needs ffmpeg installed (change the directory where ffmpeg is installed in line 12 in Main.py) to save mode shapes animations.

Usage

The solver is used by running Main.py and the user can follow the instructions on how to input the model data. The result files and plots will be stored in the directory Results.

To use the binary version, donwnload FeCLAP for the FeCLAP v1.1.0 and run Main.exe (Some animation features could not work properly)

test_examples.py includes 3 example cases, these could be solved simply by running the script, the results generated will be stored in the Example_Cases_Results Directory, and replace the existing reference results. So make sure you store those files to compare later. (Remember to exit the generated figures to allow the script to keep running). The text file for the first case results however will be stored in the main Results Directory

For more info, Please refer to the Documentation (Under construction)

Screenshots

Here are some screenshots for some results gotten from this code.

Roadmap

See the open issues for a list of proposed features (and known issues).

Contact

TIBA Azzeddine - Portfolio - [email protected]

Project Link: FeCLAP Github Link

Acknowledgements

• P.-O. Persson, G. Strang, A Simple Mesh Generator in MATLAB. SIAM Review, Volume 46 (2), pp. 329-345, June 2004

References

• KRISTIAN KRABBENHØFT, BASIC COMPUTATIONAL PLASTICITY, June 2002
• Experimental imposed plastic displacement. Powell, G. and Simons, J. (1981), Improved iteration strategy for nonlinear structures. Int. J. Numer. Meth. Engng., 17: 1455-1467. doi:10.1002/nme.1620171003