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Application of the Method of Integral Relations (MIR) to Transonic Airfoil Problems. Part II. Inviscid Supercritical Flow About Lifting Airfoils with Embedded Shock Wave

机译:整体关系法(mIR)在跨音速翼型问题中的应用。第二部分。关于具有嵌入式冲击波的提升翼型的超临界超临界流动

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Numerical procedures developed in a previous part of the report for applying the method of integral relations to transonic airfoil problems are extended to lifting cases. A modification enables any desired number of strips and size of integration domain to be used. Full inviscid flow equations are approximated by second-order polynomials in transverse direction in a physical plane. Numerical procedures including iterative processes are formulated for the case of high subsonic free-stream Mach numbers. Cartesian coordinates are employed except near the leading edge region where the use of a body coordinate system is convenient. Results are presented for supercritical flows past various airfoils, including two conventional, one advanced, and two shockless airfoils. (Author)

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