GradientRobustMultiPhysics.jl
  • Home
  • Index
  • Problem Description
    • PDE Description
    • PDE Operators
    • Function Operators
    • User Data and Actions
    • Boundary Data
    • Global Constraints
    • PDE Prototypes
  • Discretisation
    • Meshing
    • Implemented Finite Elements
    • Finite Element Spaces and Arrays
    • Finite Element Interpolations
  • Solving
    • Fixed-Time Solvers
    • Time-Dependent Solvers
  • Postprocessing
    • Item Integrators
    • Point Evaluators
    • Viewers
    • Data Export
  • Low-Level Structures
    • Quadrature
    • Assembly Patterns
    • FE Evaluators
  • Tutorial Notebooks
    • About the notebooks
    • Burger's equation
    • Nonlinear elasticity
    • Natural convection
    • Cahn Hilliard
    • Pressure-robustness
    • SVRT stabilization
    • Low level Poisson
    • Low level Navier-Stokes
  • Examples
    • About the examples
    • 101 : L2-Bestapproximation 1D
    • 102 : Robin-Boundary Conditions 1D
    • 103 : Burger's Equation 1D
    • 201 : Poisson-Problem 2D
    • 202 : Linear Elasticity
    • 203 : Reaction-Convection-Diffusion-Problem 2D
    • 204 : Reaction-Convection-Diffusion-Problem SUPG 2D
    • 205 : Nonlinear Poisson Problem 2D
    • 206 : Nonlinear Poisson Transient 2D
    • 207 : Nonlinear Elasticity Bimetal 2D
    • 208 : Obstacle Problem 2D
    • 209 : Lagrange Multiplier on Faces
    • 210 : Poisson L-shape Adaptive Mesh Refinement
    • 212 : Wave Equation 2D
    • 215 : Two nonlinearly coupled PDEs (2D)
    • 219 : Axisymmetric Stokes (2.5D)
    • 220 : Planar Lattice Flow 2D
    • 221 : Stokes iterated penalty method 2D
    • 222 : Pressure-robustness 2D
    • 223 : Stokes Hdiv-DG 2D
    • 224 : Stokes $SV + RT enrichment$
    • 225 : Navier-Stokes Lid-driven cavity + Anderson Acceleration
    • 226 : Stokes Transient 2D
    • 227 : Flow + Transport 2D
    • 230 : Flow around a cylinder 2D
    • 231 : Transient Flow around a cylinder 2D
    • 240 : Compressible Stokes 2D
    • 250 : Level Set Method 2D
    • 260 : Cahn-Hilliard Equations 2D
    • 301 : Poisson-Problem 3D
    • 302 : Bestapproximation Hdiv 3D
    • A01 : Rational Mass Matrix
    • A02 : Commuting Interpolators 2D
    • A03 : Commuting Interpolators 3D
    • A04 : Change Linear Solvers
    • A05 : Comparison with DifferentialEquations.jl
    • A06 : Local Equilibrated Fluxes 2D
    • A07 : Interpolation Between Meshes
    • A08 : Basis-Plotter
    • A09 : Poisson-Problem with low level structures
    • A10 : Poisson-Problem with periodic boundary
    • A11 : Navier-Stokes Fixed-point iterations
    • A12 : Navier-Stokes-Problem with periodic boundary
Version
  • Postprocessing
  • Viewers
  • Viewers


Viewers

Plotting is possible e.g. via Nodal Evaluations and the plot routines from ExtendableGrids.jl. For an example see one of the many examples with plots in the example section.

« Point EvaluatorsData Export »

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This document was generated with Documenter.jl version 1.7.0 on Monday 28 October 2024. Using Julia version 1.11.1.