Date: Thu, 9 Sep 1993 20:40:26 +0100 (BST) From: K BrysonOn Thu, 9 Sep 1993, Dr. John M. Beale wrote:Subject: Re: dielectric setting To: amber@cgl.ucsf.EDU
I would very much appreciate receiving AMBER users' opinions on the best way to set the dielectric multiplicative constant (DIELC) when running simulations explicitly in water and using IDIEL=1 and periodic boundary conditions. Assuming that the dielectric constant of water is 80, how does one set up the simulation for this?
I find the dielectric in molecular simulations a rather interesting object as well. The general concensus ( I believe ) is that if you've including water explicitly then you should be using a dielectric of 1 since the explicit water will produce the required dielectric of 80 on its own accord. If you are not including explicit water then using a straight dielectric of 80 ( ie, not distance dependent ) seems to be invalid for three reasons.
On the distance dielectric model, for a particular protein BPTI, Guenot and Kollman showed in a recent paper,
J. Comp. Chem, 14(3),295--311 (1993)
that the distance dielectric model with a finite cutoff provided a closer average conformation to the explicit water model with an infinite cut-off than did any of the explicit water models with finite cut-offs. So the distance dielectric model gets a vote of confidence.
Criticism, and the general exchange of knowledge over the user group, on the above prose, would be most welcome.
----------~~~~~~------~~~~~~~~~~---------------~~~~~----------~~~~~--
K.Bryson email: kb7@tower.york.ac.uk
Biophysics Group Tel : +44 904 430000 Extn. 2236
Physics Department Fax : +44 904 432214
University of York
Heslington "Molecular modelling of DNA and its
YORK, UK interaction with small molecules."
YO1 5DD
-------------------~~~~~-------------~~~~--------~~~~--------~~~~~---
Date: Thu, 9 Sep 93 15:12:41 -0700 From: ross@cgl.ucsf.EDU (Bill Ross ) To: amber@cgl.ucsf.EDU Subject: dielectricKevin Bryson writes:
The general concensus ( I believe ) is that if you've including water explicitly then you should be using a dielectric of 1 since the explicit water will produce the required dielectric of 80 on its own accord.
This is indeed the general concensus. I was thinking of how to demonstrate it, and with Tom Cheatham's help came up with the following idea:
Compare the axial forces on two ions at various fixed distances in a vacuum with the electrostatic component of axial forces where the ions are surrounded by water (over an MD run). Hopefully, the forces in water should the same as for a dielectric of 80 in vacuum.
Such a test might not be conclusive for distances that we model, as implied by Kevin Bryson's remarks.
Bill Ross