FEATool Multiphysics version 1.6 now available

FEATool is designed to be a very easy to use, flexible, and customizable PDE and FEM Continuum Mechanics and Multiphysics Simulation Toolbox for Matlab and Octave. This release brings the following major features and improvements

FEATool v1.6 with FeatFlow - Easy and Efficient CFD Simulations in Matlab

The open source FeatFlow CFD solver has been thoroughly tested, validated, and used in computational fluid dynamics benchmarks and in a wide variety of industrial fluid flow simulations such as heat exchangers, two-phase flows, screw and fixed industrial mixers, and more. Employing a novel and unique FEM multigrid solver approach FeatFlow has consistently shown to be both faster and more accurate compared to both modern academic and commercial CFD codes [1], [2]. With the new FEATool integration the high performance FeatFlow CFD solver now can be used by everyone.

FEATool v1.6 - Automatic Quadrilateral Grid Generation
  • Automatic Quadrilateral Grid Generation

    FEATool now also includes an experimental automatic quadrilateral grid generation function suitable for generating structured grids as required by FeatFlow.

In addition grid smoothing and refinement functionality has been expanded and improved, as well as allowing conversion between simplex (triangle and tetrahedral) and structured (quadrilateral and hexahedral) grid cells.

FEATool v1.6 - High Order FEM Shape Functions
  • High Order FEM Shape Functions

    The FEATool Finite Element FEM basis function library has been expanded for increased accuracy to include conforming Lagrange functions up to fifth order (P1-P5/Q1-Q5), and also C1 Hermite functions in 1D and 2D.
  • General improvements

    • New examples including three axisymmetric stress-strain models, two non-linear PDE models, and one new 2D Laplace equation test model

    • GUI fixes for Octave 4.2.x, bug fixes and stability improvements

Try FEATool Multiphysics


[1] S. Turek, Efficient Solvers for Incompressible Flow Problems: An Algorithmic and Computational Approach, Series: Lecture Notes in Computational Science and Engineering , Volume 6, Springer-Verlag, 1999.

[2] E. Bayraktar, O. Mierka, S. Turek, Benchmark Computations of 3D Laminar Flow Around a Cylinder with CFX, OpenFOAM and FeatFlow, International Journal of Computational Science and Engineering, 7, 3, 253-266, 2012.