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FlexPDE Student for Windows 7 - Partial Differential Equations Solver - Windows 7 Download

FlexPDE Student Windows 7

FlexPDE Student 510s

A Scripted Solver for Multi-Physics Partial Differential Equations Systems

FlexPDE is a scripted Finite Element solution environment for Multi-Physics Partial Differential Equations Systems, with unified script editor, mesh generator, nonlinear solver and graphic display output. You don't need an expensive special-purpose solver for each kind of field problem. You can do it all with one effective general-purpose tool. The free student version imposes limitations on mesh size and number of equations.

FlexPDE Student 510s full details

File Size: 9.23 MB
License: Freeware
Price: FREE
Released: 2008-08-20
Downloads: Total: 1193 | This Month: 1
Publisher: PDE Solutions Inc
Publisher URL: http://www.pdesolutions.com


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User Rating: 3.1 (24 votes)

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FlexPDE Student 510s full description

ALL-IN-ONE MULTI-PHYSICS FINITE ELEMENT MODELING Ever wish there was a flexible system for solving all the partial differential equation problems that come up in science and engineering, so you didn't have to buy and learn a new software tool for each problem? Well, now your wish has come true. FlexPDE is a scripted finite element partial differential equations problem solving environment. FlexPDE reads your partial differential equation system and problem domain definition in a natural, easy to learn language, then constructs a finite element mesh, solves the problem, and presents graphical output of the solution. Since the equations are yours, there is no question of what the model was. And you can solve whole families of problems with the same tool: Heat flow, stress analysis, electromagnetic fields, bizarre systems, you name it. Multi-variable coupled systems; linear or nonlinear; 1D, 2D or 3D geometry; steady state, time dependent or eigenvalues. Download the free student version from our website and see for yourself. (The Free student version imposes a limit of five equations and 200/800/1600 mesh nodes in 1D/2D/3D.)

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