As described in Equations, as an alternative to the weak form you can enter the equation using the
General Form Equation node (

).
The Settings window has the following sections:
If the dependent variable is a scalar, you can simplify the tensor dimensions by skipping all singleton dimensions. This simplifies the γ coefficient to be a spatial vector (length 3). The dependent variable can only be a tensor up to rank 1 (a vector), so use the weak form equation for dependent variables of higher ranks.
where g and
q are the coefficients in the Flux/Source boundary condition, and
u is the dependent variable name.
In the Variable name text field, write the name of the dependent variable you enter the general form equation for. The variable name can also be a variable that you have defined as a shape function.
The options in the Selection list and
Output entities list define the selection where this variable definition is valid. See
Specifying Selections for more information.
Clear the Use volume factor in axial symmetry or for non-orthonormal systems check box if you want to skip any volume factors in the weak form integration. In axial symmetry this means that you do not get the factor 2
πr. For more information on non-orthonormal systems. It is also possible to select the
Assume constant volume factor check box in this section.