bim
Package for solving Diffusion Advection Reaction (DAR) Partial Differential Equations
Select category:
Matrix assembly
Pre-processing and Post-processing computations
Utilities
Build the Scharfetter-Gummel stabilized stiffness matrix for a diffusion-advection problem.
Build the UW stabilized stiffness matrix for an advection problem.
Build the Scharfetter-Gummel stabilized stiffness matrix for a diffusion-advection problem in cylindrical coordinates with axisymmetric configuration.
Build the Upwind stabilized stiffness matrix for an advection problem in cylindrical coordinates with axisymmetric configuration.
Build the Scharfetter-Gummel stabilized stiffness matrix for a diffusion-advection problem.
Build the UW stabilized stiffness matrix for an advection problem.
Build the Scharfetter-Gummel stabilized stiffness matrix for a diffusion-advection problem in cylindrical coordinates with axisymmetric configuration.
Build the Upwind stabilized stiffness matrix for an advection problem in cylindrical coordinates with axisymmetric configuration.
Build the Scharfetter-Gummel stabilized stiffness matrix for a diffusion-advection problem.
Build the Scharfetter-Gummel stabilized OSC stiffness matrix for a diffusion-advection problem.
Build the standard finite element stiffness matrix for a diffusion problem.
Build the standard finite element stiffness matrix for a diffusion problem in cylindrical coordinates with axisymmetric configuration.
Build the standard finite element stiffness matrix for a diffusion problem.
Build the standard finite element stiffness matrix for a diffusion problem in cylindrical coordinates with axisymmetric configuration.
Build the standard finite element stiffness matrix for a diffusion problem.
Build the osc finite element stiffness matrix for a diffusion problem.
Build the lumped finite element mass matrix for a diffusion problem.
Build the lumped finite element mass matrix for a diffusion problem in cylindrical coordinates with axisymmetric configuration.
Build the lumped finite element mass matrix for a diffusion problem.
Build the lumped finite element mass matrix for a diffusion problem in cylindrical coordinates with axisymmetric configuration.
Build the lumped finite element mass matrix for a diffusion problem.
Build the finite element right-hand side of a diffusion problem employing mass-lumping.
Build the finite element right-hand side of a diffusion problem employing mass-lumping.
Build the finite element right-hand side of a diffusion problem employing mass-lumping.
Build the finite element right-hand side of a diffusion problem in cylindrical coordinates with axisymmetric configuration employing mass-lumping.
Build the finite element right-hand side of a diffusion problem employing mass-lumping.
Build the lumped boundary mass matrix needed to apply Robin boundary conditions.
Build the lumped boundary mass matrix needed to apply Robin and Neumann boundary conditions in a problem in cylindrical coordinates with axisymmetric configuration.
Build the lumped boundary mass matrix needed to apply Robin boundary conditions.
Compute the properties of IMESH needed by BIM method and append them to OMESH as fields.
Compute the properties of IMESH needed by BIM method and append them to OMESH as fields.
Return the list of the mesh nodes that lie on the geometrical sides specified in SIDELIST.
Return the list of the mesh nodes that lie on the geometrical faces specified in FACELIST.
Compute the gradient of the piecewise linear conforming scalar function U.
Compute the gradient of the piecewise linear conforming scalar function U.
Compute the flux associated with the Scharfetter-Gummel approximation of the scalar field U.
Compute the flux associated with the Scharfetter-Gummel approximation of the scalar field U.
Compute interpolated values at nodes U_NOD given values at element mid-points U_EL.
Compute interpolated values at triangle nodes U_NOD given values at triangle mid-points U_TRI.
Compute interpolated values at triangle nodes U_NOD given values at tetrahedral centers of mass U_TRI.
Compute interpolated values of multicomponent node centered field N_DATA and/or cell centered field N_DATA at an arbitrary set of points whose coordinates are given in the n_by_2 matrix POINTS.
Compute interpolated values of node centered multicomponent node centered field N_DATA and cell centered field N_DATA at an arbitrary set of points whos coordinates are given in the n_by_3 matrix POIN
Compute the NORM_TYPE-norm of function U on the domain described by the triangular grid MESH.
Compute the NORM_TYPE-norm of function U on the domain described by the triangular grid MESH.
Compute the NORM_TYPE-norm of function U on the domain described by the tetrahedral grid MESH.
Compute the values of the Bernoulli function corresponding to X and - X arguments.
Input: - T1: - T2:
Package: bim
