学术报告（程建峰 2024.11.12）

摘要：In this talk, we will introduce the well-posedness of the two-dimensional asymmetric incompressible impinging jet flow with general vorticity, which emerging from a semi-infinitely long nozzle and impacting on a solid wall. More precisely, for any given atmosphere pressure and any convex horizontal velocity of incoming flow, we establish the existence of the solution to the impinging jet flow problems, and the two asymmetric free streamlines initiate smoothly at the endpoints of the nozzle walls. Moreover, the convexity of the free boundaries will be obtained, provided that the nozzle walls are concave.