Hi David,

I am not an expert in FEP, but I have used that method to try to answer the
following question: if there was a free energy difference between a system with
a Na+ ion inserted by the best-potential method or randomly.
I performed a series of MD runs (several lambdas) with annihilation of the ion
(with reaction field electrostatics) and, then, another series with slow-growth
of the ion, starting with the last frame of the previous series of simulations
(Please, see the attached file - fep.jpg)
The problem was motivated by the fact that a Na+ ion was "inserted" in a rather
dehydrated environment - and I questioned the physical/biological relevance of
that.
Maybe the errors associated with the rection field method are cancelled as long
as one is using a delta(deltaG/deltaLambda).
But I agree with you that a PMF will be a better choice for the particular
system under discussion.

Regards.

Pedro.



I am rather nervous about doing FEP/TI for disappearing charged molecules,
as it is not at all clear to me that it is possible do this correctly with
current methods. Perhaps someone else may be able to comment more, but at
least with long range electrostatics (PME), systems are required to be
neutral. It IS possible to apply PME to a "charged" system, but I think this
is typically done by spreading a uniform neutralizing charge throughout the
box. It isn't clear that this is really correct for FEP/TI, I don't think,
since in that case you will have a charged molecule overlapping with some of
the uniform neutralizing charge, which could give strange energy artifacts.

Perhaps things are better if you don't use PME electrostatics, but there may
be boundary effects.

I need to personally dig in to the literature on this a bit more, but I
would suggest doing so yourself unless you're very sure that doing FEP/TI
will give you something meaningful on this system.

Also, if you *do* go that route, I would recommend against slow growth, as
it tends to be hysteretic. It's probably better to run a bunch of separate
simulations at different lambda values.

And even further, it is probably *not* a good idea to turn off the charges
and LJ interactions at the same time. It works better to turn off the
electrostatics first (without using soft core, as this generally is fairly
smooth with the charge), and then turn off the LJ interactions using soft
core (recommend sc-alpha=0.5, as sc-alpha=1.5 is usually too large for LJ).

However, if I were doing it, I would probably try to do it by computing the
PMF for pulling the zinc ions (or one zinc ion, which is easier) away from
the protein. You can compute the free energy difference from the PMF. The
unfortunate thing about this is that it involves sampling a lot of stuff you
don't care about, but at least it is clear the electrostatics is correct.
Alternatively, dig into the literature and try and figure out if there is a
correct way to do the electrostatics in this case. (And please let me know
what you find out, if you do!)

Oh, and one more thing: If DO compute the free energy by annhilating the
zinc ions, you probably should use restraints to keep them in a particular
region as you turn off the interactions, otherwise they will have to sample
the entire simulation box in order for you to get converged results.

Good luck.
David








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