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All Projects → gridapapps → GridapGeosciences.jl

gridapapps / GridapGeosciences.jl

Licence: MIT license
Gridap drivers for geoscience applications

Programming Languages

julia
2034 projects
shell
77523 projects

Labels

numerical-methodsmultiphysicsfinite-element-methodsgeophysical-fluid-dynamicsgridap

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GridapGeosciences

Stable Dev Build Status Codecov

The goal of this repository is to showcase the suitability of the Gridap ecosystem of packages to solve geophysical flow problems. In this repo, you will find:

  • [click here] A convergence study of Raviart-Thomas-DG mixed finite elements for the solution of a Darcy problem on the cubed sphere.

  • [click here] A convergence study of grad-conforming finite elements for the solution of a Laplace-Beltrami problem on the cubed sphere.

  • [click here] Numerical solution of the linear wave equation on the cubed sphere using a Strong-Stabilitity-Preserving Runge-Kutta explicit 2nd order method (SSPRK2) for time integration and Raviart-Thomas-DG mixed finite elements for spatial discretization.

  • [click here] Numerical solution of the Nonlinear Rotating Shallow Water Equations on the cubed sphere using a fully implicit theta-method for time integration, full Newton nonlinear solves, and compatible mixed finite elements for spatial discretization.

  • [click here] MPI-parallelization of all the above using GridapDistributed.jl and its satellite packages GridapPETSc.jl and GridapP4est.jl.

  • [[click here]] More to come ...

Vorticity field for the Nonlinear Rotating Shallow Water Equations on the cubed sphere. Galewsky benchmark.

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