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Euler/Euler-theory.tex
@@ -325,7 +325,7 @@ \section{Euler equation properties}
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characteristic form of the equations says that each of the waves will
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carry its respective jump, $\Delta \wb$. Since $d\qb = \Lb^{-1}d\wb = \Rb d\wb$,
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the jump in the primitive variable across each wave is proportional to
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-the right-eigenvector associated with that wave. So, for example,
+the right eigenvector associated with that wave. So, for example,
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since $\rb^\evz$ is only non-zero for the density element (see
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Eq.~\ref{eq:euler:primRevs}), this then means that only density jumps
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across the $\lambda^\evz = u$ wave---pressure and velocity are
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