Translations:FEM EquationFlux/15/en

The flux equation provides these special settings:
 * : If true, continuity is enforced within the same material in the discontinuous Galerkin discretization using the penalty terms of the discontinuous Galerkin formulation.
 * : Calculates the flux vector.
 * : Calculates the absolute of the flux vector. Requires that is true.
 * : Computes the magnitude of the vector field. Requires that  is true. Basically it is the same as  but this requires less memory because it solves the matrix equation only once. The downside is that negative values may be introduced.
 * : Calculates the gradient of the flux.
 * : Calculates the absolute flux gradient. Requires that is true.
 * : Computes the magnitude of the vector field. Requires that is true. Basically it is the same as  but this requires less memory because it solves the matrix equation only once. The downside is that negative values may be introduced.
 * : For discontinuous fields the standard Galerkin approximation enforces continuity which may be unphysical. As a remedy for this, set this property to true. Then the result may be discontinuous and may even be visualized as such.
 * : If true, the negative values of the computed magnitude fields are set to zero.
 * : Name of the proportionality coefficient to compute the flux.
 * : Name of the potential variable used to compute the gradient.