SPMODEL programs

1 dimensional model

• Cyclic boundary condition models: Fourier expansion
  • advection diffusion model
  • Korteveg de Vries model
• 1-dim radial coordinate models : Chebyshev expansion
  • diffusion model
• 1-dim radial coordinate models : Matsushima and Marcus Polynomial expansion by
  • diffusion model

2 dimensional model

• Cyclic boundary condition models : Double Fourier expansion
  • barotropic model
• Channel models : Fourier and sin cos expansion
  • Boussinesq model
  • double diffusive Boussinesq model
  • shallow water model on the equatorial-beta plane
  • multilayer shallow water model on the equatorial-beta plane
• Channel models : Fourier and Chebyshev expansion
  • diffusion model
  • Boussinesq model
  • shallow water model on the equatorial-beta plane
• Disk models :Fourier and Matsushima Marcus polynomial expansion
  • diffusion model
• Spherical models : Spherical harmonic expansion
  • barotropic model
    • Further applications
  • shallow water model
  • shallow water model(vorticiy-divergence formulation)
    • Further applications
• Axisymmetric spherical shell models: spherical harmonics and Chebyshev expansions
  • diffusion model

3 dimensional model

• Spherical shell models : Spherical harmonic and Chebyshev expansion
  • duffision model
  • Navier-Stokes model
  • Boussinesq model
  • MHD Boussinesq model
• Sphere models : Spherical harmonic and Chebyshev expansion
  • duffision model
• Sphere models : Spherical harmonic and Matsushima Marcus polynomial expansion
  • duffision model
• Sphere and spherical shell models : Spherical harmonic and Chebyshev expansion
  • duffision model