Showing 57 open source projects for "equations"

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  • 1
    OpenFlower is a free and open source CFD code (for Linux and Windows) mainly intended to solve the turbulent incompressible Navier-Stokes equations with a LES approach. It can deal with arbitrary complex 3D geometries with its finite volume approach.
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  • 2
    SimED is a user-friendly Differential Equation simulation software. It can integrate numerically ODEs (Ordinary Differential Equations) using several methods, plot time and phase-space diagrams for variables, and interactively choose initial conditions.
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  • 3
    Freeode

    Freeode

    Solve Differential Equations

    Freeode is a compiler for the SIML programming language. It is a specialized language to solve differential equations. The compiler creates a python program that uses Numpy and Scipy to do the numerical computations.
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  • 4

    Tycho

    Tycho is a MATLAB package for mission analysis and ADCS applications

    ...A dedicated function exports orbits as .xyzv Celestia files. b) a perturbations toolbox that allows to numerically assess the effect of arbitrary perturbations by integrating Gauss equations. Atmospheric drag, Sun pressure and J2 gravity potential are implemented. c) a rendez-vous and docking module that uses Clohessy-Wiltshire equations to optimize rendez-vous and docking maneuvers, assess the effect of the target's gravity field and analyze the effect of position and velocity uncertanties. d) a Simulink ADCS simulator with a focus on control law design.
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  • 5
    Integrates the Vlasov-Maxwell equations in three dimensions for multiple particle species and arbitrary physical geometries.
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  • 6
    HyperSim is a Navier-Stokes and Maxwell equations solver. It use the same method-"finite volume" to solve fluid and electromagnetic field. This technique could sharing the same mesh for simulation and make the multi-discipline optimization design possi
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  • 7
    OpenFlood is a fully dynamic 1D / 2D flood simulation engine intended to simulate fluvial and tidal flooding using the Saint Venant and shallow water equations.
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