On 6/3/14, 4:56 AM, 라지브간디 wrote:
Dear Justin,


I have calculated upon the way you provided as follows :


CHARMM Rmin/2 -> Gromacs sigma:
multiply by 2 to get Rmin, convert to sigma by

multiplying by 2^(-1/6), then multiply by 0.1 to convert A -> nm


Sigma = 3.83
Rmin = (3.83 * 2)


7.66 * 2^(-1/6)*0.1 = 0.682428418


Epsilon: multiply the CHARMM value by 4.184 to convert kcal/mol to kJ/mol


Epsilon 0.0262 x 4.184 = 0.1096208


Is that right conversion?, if so, I have used g_sigeps utility in gromacs for 
above mentioned sigma and epsion values and got entirely different values:


g_sigeps -sig 3.83 -eps 0.0262


c6    =  3.30791e+02, c12    =  1.04411e+06
sigma =      3.83000, epsilon =      0.02620
Van der Waals minimum at 4.29903, V = -0.0262


Fit of Lennard Jones (12-6) to Buckingham:

A = 4264.18, B = 2.79133, C = 330.791


Please advice if i am making any mistake ?


You're not supplying the right values to g_sigeps. It's designed to convert known values of sigma and epsilon (already in Gromacs units) to C6/C12, which is not what you need to accomplish. The value you're passing to -sig is actually Rmin, not sigma, and the value you're supplying to -eps is in the wrong units.

The converted values you obtained with by-hand calculation (not g_sigeps) appear reasonable. Verifying the energy reported by CHARMM/NAMD and Gromacs should be a simple test to confirm.

-Justin

--
==================================================

Justin A. Lemkul, Ph.D.
Ruth L. Kirschstein NRSA Postdoctoral Fellow

Department of Pharmaceutical Sciences
School of Pharmacy
Health Sciences Facility II, Room 601
University of Maryland, Baltimore
20 Penn St.
Baltimore, MD 21201

jalem...@outerbanks.umaryland.edu | (410) 706-7441
http://mackerell.umaryland.edu/~jalemkul

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