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Fixed mispelled 'sec.transtion_rate' reference
author
W. Trevor King
<wking@drexel.edu>
Fri, 25 Sep 2009 10:52:27 +0000
(06:52 -0400)
committer
W. Trevor King
<wking@drexel.edu>
Fri, 25 Sep 2009 10:52:27 +0000
(06:52 -0400)
src/sawsim.nw
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diff --git
a/src/sawsim.nw
b/src/sawsim.nw
index f6d9a0de1ed6f4896b6048b4b840991fe0b62e39..c9b9a3436757e4f96c765b38dc3f755c393113b5 100644
(file)
--- a/
src/sawsim.nw
+++ b/
src/sawsim.nw
@@
-1343,7
+1343,7
@@
$F(x)$ increases with $x$, possibly exploding (e.g.\ in the worm-like
chain model), so basing the timestep on the unfolding probability at
the current tension is dangerous, and we need to search for a $dt$ for
which $P_N(F(x+v*dt))<P_\text{max}$ (See Section
chain model), so basing the timestep on the unfolding probability at
the current tension is dangerous, and we need to search for a $dt$ for
which $P_N(F(x+v*dt))<P_\text{max}$ (See Section
-\ref{sec.transtion_rate} for a discussion of $P_N$). There are two
+\ref{sec.trans
i
tion_rate} for a discussion of $P_N$). There are two
cases to consider. In the most common, no domains have unfolded since
the last step, and we expect the next step to be slightly shorter than
the previous one. In the less common, domains did unfold in the last
cases to consider. In the most common, no domains have unfolded since
the last step, and we expect the next step to be slightly shorter than
the previous one. In the less common, domains did unfold in the last