Closed KikeM closed 3 years ago
The lifting operator is introduced as a linear combination of the boundary conditions.
Originally, this was the expression used:
f = fenics.Expression( f"{right} * (x[0] / L) + {left} * (L - x[0]) / L", degree=2, L=L, dLt_dt=dLt_dt, t=t, **mu, )
This is a fragile definition, because it assumes the user will define right and left with parentheses.
right
left
The fixup is to include the parentheses by default.
f = fenics.Expression( f"({right}) * (x[0] / L) + ({left}) * (L - x[0]) / L", degree=2, L=L, dLt_dt=dLt_dt, t=t, **mu, )
This showed up when I included a moving domain, because the RHS boundary condition is a sum of terms. So far all the boundary conditions were made out of products (sighs...)
The lifting operator is introduced as a linear combination of the boundary conditions.
Originally, this was the expression used:
This is a fragile definition, because it assumes the user will define
rightandleftwith parentheses.The fixup is to include the parentheses by default.
This showed up when I included a moving domain, because the RHS boundary condition is a sum of terms. So far all the boundary conditions were made out of products (sighs...)