Existence theory in nonsmooth domains. Shape optimization, continuity of the work functional
In this section we employ the main stability theorem (Theorem 9.3.1) and Proposition 8.3.6 to prove that the flow problem around an obstacle has a renormalized solution for every compact obstacle. The corresponding result is given by the following theorem, which is one of the main results of this monograph.
KeywordsEnergy Estimate Stability Theorem Existence Theory Lebesgue Dominate Convergence Theorem Compressible Navier Stokes Equation
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