Showing 6 open source projects for "shallow water"

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  • 1
    FourierFlows.jl

    FourierFlows.jl

    Tools for building fast, hackable, pseudospectral equation solvers

    This software provides tools for partial differential equations on periodic domains using Fourier-based pseudospectral methods. A central intent of the software's design is also to provide a framework for writing new, fast solvers for new physical problems. The code is written in Julia.
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  • 2

    QuickerSim CFD Toolbox for MATLAB®

    Fluid flow and heat transfer simulations in MATLAB®

    QuickerSim CFD Toolbox is a powerful application for performing fluid flow and heat transfer simulations in MATLAB ® making CFD analysis more accessible than ever. Our Toolbox provides a selection of solvers and data processing tools, which are compatible with other MATLAB® toolboxes and external CFD software. You can set up your simulations quickly as well as tailor the code to your own specific needs and create a custom multiphysics models. QuickerSim CFD Toolbox is appreciated by...
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  • 3

    swe2d

    Matlab 2D Shallow Water Solver

    This is a set of matlab codes to solve the depth-averaged shallow water equations following the method of Casulli (1990) in which the free-surface is solved with the theta method and momentum advection is computed with the Eulerian-Lagrangian method (ELM). The free-surface equation is computed with the conjugate-gradient algorithm. Casulli, V. (1990) Semi-implicit finite difference methods for the two-dimensional shallow water equations, J. Comp. Phys., 86 (1), 56-74.
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  • 4

    Shallow Water Ocean

    Projet de spé ensimag 2A

    C'est un projet de spé d'ensimag, il faut développer un moteur SPH pour simuler le comportement d'un océan.
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  • 5
    A Fast MAC based 3D Free surface fuid solver. Capable also of simulating viscoelastic fluids.Includes also wave equation solver for simulating shallow water phenomena.
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  • 6
    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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