Changeset 4404

Timestamp:

Apr 19, 2007, 2:03:55 PM (18 years ago)

Author:

ole

Message:

typo

File:

• anuga_core/documentation/user_manual/anuga_user_manual.tex (modified) (3 diffs)

anuga_core/documentation/user_manual/anuga_user_manual.tex

@@ -2982 +2982 @@
   vertex is at least as far away from the bed than the shallow water
   (limited using depth). In this case we won't need any contribution from
-  $\bar{h_i}$ and can accept any $alpha$.
+  $\bar{h_i}$ and can accept any $\alpha$.
 
   E.g.\ $\alpha=1$ reduces Equation \ref{eq:limiter bound} to
@@ -2995 +2995 @@
   \item $\bar{h_i} > \tilde{h_i}$: In this case the the deep water vertex is
   closer to the bed than the shallow water vertex or even below the bed.
-  In this case we need to find an $alpha$ that will ensure a positive depth.
+  In this case we need to find an $\alpha$ that will ensure a positive depth.
   Rearranging Equation \ref{eq:limiter bound} and solving for $\alpha$ one
   obtains the bound
@@ -3010 +3010 @@
 which will guarantee that no vertex 'cuts' through the bed. Finally, should
 $\bar{h_i} < \epsilon$ and therefore $\alpha < 0$, we suggest setting
-$alpha=0$ and similarly capping $\alpha$ at 1 just in case.
+$\alpha=0$ and similarly capping $\alpha$ at 1 just in case.
 
 %Furthermore,