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Direct problem and inverse problem for the supersonic plane flow past a curved wedge

机译:超音速平面流过弯曲楔形的正问题和反问题

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In this paper, we consider the isentropic irrotational steady plane flow past a curved wedge. First, for a uniform supersonic oncoming flow, we study the direct problem: For a given curved wedge y = f(x), how to globally determine the corresponding shock y = g(x) and the solution behind the shock? Then, we solve the corresponding inverse problem: How to globally determine the curved wedge y = f(x) under the hypothesis that the position of the shock y = g(x) and the uniform supersonic oncoming flow are given? This kind of problems plays an important role in the aviation industry. Under suitable assumptions, we obtain the global existence and uniqueness for both problems.
机译:在本文中,我们考虑了经过弯曲楔形的等熵非旋转稳态平面流。首先,对于均匀的超声速迎面而来的流动,我们研究了直接的问题:对于给定的弯曲楔形y = f(x),如何全局确定相应的冲击y = g(x)以及冲击背后的解?然后,我们解决相应的反问题:在给出冲击y = g(x)的位置和均匀的超声速迎面而来的假设的情况下,如何全局确定弯曲楔形y = f(x)?这种问题在航空业中起着重要作用。在适当的假设下,我们获得了这两个问题的全局存在性和唯一性。

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