Publication Date:
2013-04-23
Description:
In this paper, we discuss the n-dimensional diffractionproblem for weakly coupled quasilinear parabolic system on a bounded domain $\Omega$, where the interfaces $\\Gamma_k$ ($k=1,...,K-1$) are allowed to intersect with the outer boundary $\partial\Om$ and the coefficients of the equations are allowed to be discontinuous onthe interfaces. The aim is to show the existence of solutions by approximation method. The approximation problem is a diffraction problem with interfaces which do not intersect with $\partial\Omega$.
Print ISSN:
1687-2762
Electronic ISSN:
1687-2770
Topics:
Mathematics