On 29/06/2011 7:08 PM, manana koberidze wrote:
Thank you Mark, what puzzles me here is summation, if it was only one term than it would be clear.

But a normal Coulomb interaction has the form E_i = q_i * SUM{q_j / r_ij} summing over the other atoms j. If you can cast the electrostatic component of the energy into a form dependent only on the inter-atomic distance and atomic charge (as above) then using the tabulated non-bonded interactions already implemented in GROMACS is straightforward. See manual. If you need a different interaction for each pair of atom types, then that is doable, but you'll have to make a lot of energy groups and corresponding table files and accept not-very-good performance - but I don't think you need this.

Mark

Generally, if there is no other way than changing the source code which files must be modified?Is there any information about it anywhere? I found just the list of files but for bonded interaction in the manual.

Thanks again

    On 28/06/2011 8:49 PM, manana koberidze wrote:
    > Dear All,
    >
    > I've just started using GROMACS, I've read the manual and
    searched the
    > mailing list but still confused. I'm trying to simulate metal
    > oxidation with GROMACS. As a first step, I'm trying to tabulate the
    > EAM (Embedded atom potential), which in addition to residual
    pair-pair
    > repulsion includes the energy required to embed atom i in a local
    > electron density rho, where rho is defined as:
> rho_i=SUM{k_j*exp(-beta_j*(r_ij-r*_j)) }
    > k, beta, r*_j are known parameters and the sum runs over all
    other atoms.
    >
    > Is there any way to tabulate the energy functional of such local
    > electron density?

    Since it depends only on inter-atomic coordinates, it should be
    possible. Before that, get some experience with normal GROMACS
    simulations.

    Mark
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--
Manana Koberidze

Graduate Student
Department of Applied Physics
Aalto University School of Science
P.O.Box 11100
FI-00076 AALTO
Finland
Tel: +358-9-470 23137
E-mail: manana.koberidze (at) aalto.fi <http://aalto.fi>
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