Zn. Wu, Linear well-posedness of a hybrid inviscid/viscous flow problem with smooth and discontinuous solutions at the interface, ACT MECHAN, 145(1-4), 2000, pp. 19-34
A hybrid inviscid/viscous flow problem is considered in this paper. The int
erface treatment is uniformly valid for problems with smooth and discontinu
ous solutions at the interface. It satisfies the requirement of conservatio
n and nonlinear uniqueness for cases where the interface coincides with a s
hock. The well-posedness in the linear sense is studied for a two-dimension
al hybrid inviscid/viscous flow problem.