摘要: In this talk, we will first establish the global existence of supersonic entropy solutions with a strong contact discontinuity over Lipschitz wall governed by the two-dimensional steady exothermically reacting Euler equations. Then the validation of the quasi-one-dimensional approximation in the domain bounded by the wall and the strong contact discontinuity is rigorously justified. This is a joint work with Prof. Wei Xiang and Prof. Yongqian Zhang.

主持人：袁海荣 教授