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Abaqus FEA [4] [5] (formerly ABAQUS) is a software suite for finite element analysis and computer-aided engineering, originally released in 1978. The name and logo of this software are based on the abacus calculation tool. [6] The Abaqus product suite consists of five core software products: [5]
Dassault Systèmes Simulia Corp. is a computer-aided engineering (CAE) vendor. Formerly known as Abaqus Inc. and previously Hibbitt, Karlsson & Sorensen, Inc., (HKS), the company was founded in 1978 by David Hibbitt, Bengt Karlsson and Paul Sorensen, and has its headquarters in Providence, Rhode Island.
Software Features Developer Version Released License Price Platform Abaqus: FEA, Multi-physics, Implict & Explict. TriMech Group: 2025: 1979: Linux, Windows: Agros2D: Multiplatform open source application for the solution of physical problems based on the Hermes library
FEM software program providing advanced analysis and scripting solutions for structural engineering FreeCAD: An open-source Swiss Army knife of general-purpose engineering toolkits MicroStation: BIM & 3D modeling software applied for civil & structural engineering OpenSees: Earthquake engineering software PROKON: Structural analysis and design ...
Computer-Aided Engineering Software [1] [2] [3]; Software Developer Operating System 20-sim: Controllab: Windows Abaqus: Dassault Systèmes: Windows, Linux: ABViewer: CADSoftTools
In 2005, Dassault Systèmes sought to improve the quality of 3D interactions and simulations. First they acquired Abaqus, a US-based company specializing in software that allows engineers to simulate and observe the performance of components in products. [7] Then they acquired Virtools, software that enables companies to create 3D applications. [8]
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COMSOL Multiphysics is a finite element analyzer, solver, and simulation software package for various physics and engineering applications, especially coupled phenomena and multiphysics. The software facilitates conventional physics-based user interfaces and coupled systems of partial differential equations ( PDEs ).
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