Shock Wave Dynamics

<p>Working knowledge of the relations of various quantities and their derivatives across a shock wave is useful for any advanced research involving shock waves. Although these relations can be derived in principle by any diligent student of the subject the derivations are often not trivial and once derived neither the approach nor the result can be confidently verified. Comprehensive and analytical <b>Shock Wave Dynamics: Derivatives and Related Topics</b> includes not only the final results but also the methods which are of great practical value as examples of mathematical procedure in this field. </p><p></p><p>The book focuses on shock wave derivatives under various conditions and extensively covers shock-generated vorticity including a novel analysis of triple points. Special care is given to the presentation of assumptions implementation requirements and the illustrative examples included for partial verification of the preceding analysis. </p><p></p><p>Designed both as a research monograph and for self study <b>Shock Wave Dynamics</b> is a complete discussion of shock wave<i> </i>dynamics. An analytical exploration of shock wave phenomena it will be interesting reading for experts in the field of high-speed gas dynamics. Given<i> </i>today's emphasis on numerical simulation it will also be of interest to computational engineers as a source for code verification and validation.</p>