Manual Shock Wave Reflection Phenomena (Shock Wave and High Pressure Phenomena)

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Shock Wave Reflection Phenomena. Series: Shock Wave and High Pressure Phenomena. ▷ Two-prong approach acts as an introduction to this important.
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This book is a comprehensive state-of-the-knowledge summation of shock wave reflection phenomena from a phenomenological point of view. It includes a thorough introduction to oblique shock wave reflections, dealing with both regular and Mach types.

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It also covers in detail the corresponding two- and three-shock theories. The book moves on to describe reflection phenomena in a variety of flow types, as well as providing the resolution of the Neumann paradox. Neem contact met mij op over Events Sprekers Incompany. Actueel Opinie Interviews Recensies Videos. Beoordeel zelf slecht matig voldoende goed zeer goed. Shock Wave Reflection Phenomena. Engelstalig Gebonden, blz. Over de auteur Over dit boek Artikelen en interviews Recensies.

Shock Wave and High Pressure Phenomena. Lezersrecensies Beoordeel zelf slecht matig voldoende goed zeer goed.


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The influence of the downstream pressure on the shock wave reflection phenomenon in steady flows

The first part is a thorough introduction to oblique shock wave reflections, presenting the two major well-known reflection wave configurations, namely, regular RR and Mach MR reflections, the corresponding two- and three-shock theories, their analytical and graphical solution and the proposed transition boundaries between these two reflection-wave configurations. The second, third and fourth parts describe the reflection phenomena in steady, pseudo-steady and unsteady flows, respectively. Here, the possible specific types of reflection wave configurations are described, criteria for their formation and termination are presented and their governing equations are solved analytically and graphically and compared with experimental results.

The resolution of the well-known von Neumann paradox and a detailed description of two new reflection-wave configurations - the Guderely reflection GR and Vasilev reflection VR - are also given.