 DI2 | ---------------------------------------------------------------------------- |
| DI3 | ---------------------------------------------------------------------------- |
| GI1 | ---------------------------------------------------------------------------- |
| GI13 | ---------------------------------------------------------------------------- |
| GI2 | ---------------------------------------------------------------------------- |
| addBC1D | This function assumes that the unknown u, which represents the discrete |
| addBC1Dlhs | This functions uses geometry and boundary type conditions to create |
| addBC1Drhs | This function uses the boundary condition type of each vertex and the rhs b |
| addBC2D | This function assumes that the unknown u, which represents the discrete |
| addBC2Dlhs | This functions uses geometry and boundary type conditions to create |
| addBC2Drhs | function b = addBC2Drhs(b, m, n, dc, nc, v, vec) |
| addBC3D | This function assumes that the unknown u, which represents the discrete |
| addBC3Dlhs | This functions uses geometry and boundary type conditions to create |
| addBC3Drhs | This function uses the boundary condition type of each face and the rhs b |
| amean | Returns the arithmetic mean for every two pairs in a column vector |
| boundaryIdx2D | Returns the indices of the nodes that lie on the boundary of a 2D nodal |
| curl2D | Returns a two-dimensional mimetic curl operator |
| div | Returns a m+2 by m+1 one-dimensional mimetic divergence operator |
| div2D | Returns a two-dimensional mimetic divergence operator |
| div2DCurv | ---------------------------------------------------------------------------- |
| div2DNonUniform | Returns a two-dimensional non-uniform mimetic divergence operator |
| div3D | Returns a three-dimensional mimetic divergence operator |
| div3DCurv | ---------------------------------------------------------------------------- |
| div3DNonUniform | Returns a three-dimensional non-uniform mimetic divergence operator |
| divNonUniform | Returns a m+2 by m+1 one-dimensional non-uniform mimetic divergence |
| grad | Returns a m+1 by m+2 one-dimensional mimetic gradient operator |
| grad2D | Returns a two-dimensional mimetic gradient operator |
| grad2DCurv | Returns a 2D curvilinear mimetic gradient |
| grad2DNonUniform | Returns a two-dimensional non-uniform mimetic gradient operator |
| grad3D | Returns a three-dimensional mimetic gradient operator |
| grad3DCurv | Returns a 3D curvilinear mimetic gradient |
| grad3DNonUniform | Returns a three-dimensional non-uniform mimetic gradient operator |
| gradNonUniform | Returns a m+1 by m+2 one-dimensional non-uniform mimetic gradient |
| gridGen | Returns X and Y which are both m by n matrices that contains the physical |
| hmean | Returns the harmonic mean for every two pairs in a column vector |
| interpol | Returns a m+1 by m+2 one-dimensional interpolator of 2nd-order |
| interpol2D | Returns a two-dimensional interpolator of 2nd-order |
| interpol3D | Returns a three-dimensional interpolator of 2nd-order |
| interpolCentersToFacesD1D | 1D interpolation from centers to faces. |
| interpolCentersToFacesD2D | 2D interpolation from centers to faces. |
| interpolCentersToFacesD3D | 3D interpolation from centers to faces |
| interpolCentersToNodes1D | interpolation operator from nodal coordinates to staggered centers |
| interpolCentersToNodes2D | interpolation operator from staggered to nodes |
| interpolCentersToNodes3D | interpolation operator from staggered to nodes |
| interpolD | Returns a m+2 by m+1 one-dimensional interpolator of 2nd-order |
| interpolD2D | Returns a two-dimensional interpolator of 2nd-order |
| interpolD3D | Returns a three-dimensional interpolator of 2nd-order |
| interpolFacesToCentersG1D | 1D interpolation from faces to centers |
| interpolFacesToCentersG2D | 2D interpolation from faces to centers |
| interpolFacesToCentersG3D | 3D interpolation from faces to centers |
| interpolNodesToCenters1D | interpolation operator from nodal coordinates to staggered centers |
| interpolNodesToCenters2D | interpolation operator from nodal coordinates to staggered centers |
| interpolNodesToCenters3D | interpolation operator from nodal coordinates to staggered centers |
| jacobian2D | Returns: |
| jacobian3D | Returns: |
| lap | Returns a m+2 by m+2 one-dimensional mimetic laplacian operator |
| lap2D | Returns a two-dimensional mimetic laplacian operator |
| lap3D | Returns a three-dimensional mimetic laplacian operator |
| mimeticB | Returns a m+2 by m+1 one-dimensional mimetic boundary operator |
| mixedBC | Constructs a 1D mimetic mixed boundary conditions operator |
| mixedBC2D | Constructs a 2D mimetic mixed boundary conditions operator |
| mixedBC3D | Constructs a 3D mimetic mixed boundary conditions operator |
| neumann2DCurv | Returns a 2D curvilinear Neumann BC operator |
| neumann3DCurv | Returns a 3D curvilinear Neumann BC operator |
| nodal | Returns a m+1 by m+1 one-dimensional operator that approximates the |
| nodal2D | Returns a two-dimensional operator that approximates the first-order |
| nodal2DCurv | ---------------------------------------------------------------------------- |
| nodal3D | Returns a three-dimensional operator that approximates the first-order |
| nodal3DCurv | ---------------------------------------------------------------------------- |
| rk4 | Explicit Runge-Kutta 4th-order method |
| robinBC | Returns a m+2 by m+2 one-dimensional mimetic boundary operator that |
| robinBC2D | Returns a two-dimensional mimetic boundary operator that |
| robinBC3D | Returns a three-dimensional mimetic boundary operator that |
| sidedNodal | Returns a m+1 by m+1 one-dimensional sided approximation for uniformly |
| tensorGrad2D | Returns a two-dimensional flux operator |
| tfi | https://en.wikipedia.org/wiki/Transfinite_interpolation |
| ttm | https://www.sciencedirect.com/science/article/pii/0022247X78902172?via%3Dihub |
| weightsP | Returns the m+1 weights of P |
| weightsP2D | Returns the 2mn+m+n weights of P in 2-D |
| weightsQ | Returns the m+2 weights of Q |
| weightsQ2D | Returns the (m+2)(n+2) weights of Q in 2-D |
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