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AbstractDifferent models for inviscid transonic flows are examined. The common assumptions that the flow is isentropic and irrotational are critically evaluated. Entropy and vorticity correction procedures for potential and stream function formulations are presented, together with the details of the treatment of shocks and wakes, and drag and lift calculations. The non‐uniqueness problem of the potential formulation is studied using different artificial viscosity forms. Numerical results are compared with Euler solutions.
stream function solutions, inviscid transonic flows, Transonic flows, Basic methods in fluid mechanics, non-isentropic transonic flows, Euler solutions, Existence, uniqueness, and regularity theory for compressible fluids and gas dynamics, stream function formulations, vorticity correction procedures, non-uniqueness problem
stream function solutions, inviscid transonic flows, Transonic flows, Basic methods in fluid mechanics, non-isentropic transonic flows, Euler solutions, Existence, uniqueness, and regularity theory for compressible fluids and gas dynamics, stream function formulations, vorticity correction procedures, non-uniqueness problem
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