PDE Solver using a Finite Element/Finite Volume approach: bim2c_norm

### Categories &

#### Functions List

###### Matrix assembly

- bim1a_advection_diffusion
- bim1a_advection_upwind
- bim1a_axisymmetric_advection_diffusion
- bim1a_axisymmetric_advection_upwind
- bim2a_advection_diffusion
- bim2a_advection_upwind
- bim2a_axisymmetric_advection_diffusion
- bim2a_axisymmetric_advection_upwind
- bim3a_advection_diffusion
- bim3a_osc_advection_diffusion
- bim1a_laplacian
- bim1a_axisymmetric_laplacian
- bim2a_laplacian
- bim2a_axisymmetric_laplacian
- bim3a_laplacian
- bim3a_osc_laplacian
- bim1a_reaction
- bim1a_axisymmetric_reaction
- bim2a_reaction
- bim2a_axisymmetric_reaction
- bim3a_reaction
- bim1a_rhs
- bim1a_axisymmetric_rhs
- bim2a_rhs
- bim2a_axisymmetric_rhs
- bim3a_rhs
- bim2a_boundary_mass
- bim2a_axisymmetric_boundary_mass
- bim3a_boundary_mass

###### Pre-processing and Post-processing computations

- bim2c_mesh_properties
- bim3c_mesh_properties
- bim2c_unknowns_on_side
- bim3c_unknowns_on_faces
- bim2c_pde_gradient
- bim3c_pde_gradient
- bim2c_global_flux
- bim3c_global_flux
- bim1c_elem_to_nodes
- bim2c_tri_to_nodes
- bim3c_tri_to_nodes
- bim2c_intrp
- bim3c_intrp
- bim1c_norm
- bim2c_norm
- bim3c_norm

###### Utilities

- bimu_bernoulli
- bimu_logm

### Function Reference: `bim2c_norm`

Function File: [norm_u] = bim2c_norm(mesh,u,norm_type)

Compute the norm_type-norm of function u on the domain described by the triangular grid mesh.

The input function u can be either a piecewise linear conforming scalar function or an elementwise constant scalar or vector function.

The string parameter norm_type can be one among ’L2’, ’H1’ and ’inf’.

Should the input function be piecewise constant, the H1 norm will not be computed and the function will return an error message.

For the numerical integration of the L2 norm the second order middle point quadrature rule is used.

See also: bim1c_norm, bim3c_norm

Source Code: bim2c_norm