Steady Compressible Euler Equations of Concentration Layers for Hypersonic-limit Flows Passing Three-dimensional Bodies and Generalized Newton-Busemann Pressure Law

for stationary hypersonic-limit Euler flows passing a solid body in three-dimensional space, the shock-front coincides with the upwind surface of the body, hence there is an infinite-thin layer of concentrated mass, in which all particles hitting the body move along its upwind surface. By proposing...

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Veröffentlicht in:	Chinese annals of mathematics. Serie B 2023-07, Vol.44 (4), p.561-576
Hauptverfasser:	Qu, Aifang, Yuan, Hairong
Format:	Artikel
Sprache:	eng
Schlagworte:	Applications of Mathematics Boundary value problems Compressibility Euler-Lagrange equation Eulers equations Hypersonic flow Independent variables Mathematical analysis Mathematics Mathematics and Statistics Newton-Busemann law Pressure distribution Shock fronts Three dimensional bodies Three dimensional flow
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