Abstract
Transonic self-similar flows with a shock wave in the form of a generalized parabola x ̄ y ̄ −n = const ( x ̄ and y ̄ are Cartesian coordinates, and n is the self-similarity flow exponent) were studied for the first time in [1, 2]. In this paper we consider the conditions under which the shock wave is rectilinear. Along with the case of a normal shock (for which examples were constructed in [3, 4]) there is the possibility of an oblique shock, wherein the property of shock wave and streamline being perpendicular at each point is not realized. We construct, as an example, a family of flows generalizing the results presented in [4].
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