From: Jérôme Hénin (jhenin_at_ifr88.cnrs-mrs.fr)
Date: Wed Jan 05 2011 - 07:39:37 CST
The sentence is slightly ambiguous. What it means is this:
The convergence analysis requires "backwards" energy differences.
Suppose we have three lambda-points, a, b, and c. The forward
calculation gives us samples of deltaU_ab at point a and deltaU_bc at
point b. For convergence analysis, we need a histogram of deltaU_ba
sampled at point b, which we don't have. That is the job of the
backwards calculation. (In the old linear paradigm, that was not
necessary because there was a simple, linear relationship between
deltaU_ba and deltaU_bc).
So while it is true that the free energy difference can be computed
from a one-way run, the two-way calculation is needed for more
elaborate analyses (which include overlap sampling and Bennett's
acceptance ratio method).
On 5 January 2011 09:07, BIN ZHANG <zhngbn_at_gmail.com> wrote:
> Hi, All:
> I have a question about on comment in the FEP tutorial (Page 14), which I
> quote as following:
> " Since a soft-core potential [12, 13] has been introduced to avoid the
> so-called “end-point catastrophes”, the potential energy no longer varies
> linearly with the coupling parameter . It is, therefore, necessary that the
> reverse transformation be carried out explicitly to access G+!, as is
> proposed in the above NAMD scripts."
> I do not fully understand the logic here. Why the reverse transformation has
> to be carried out to access the dG in nonlinear case? One should be able to
> calculate the energy difference, which is needed to calculate dG, in either
> Any input is greatly appreciated.
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