Mark Abraham skrev 2011-02-11 14.17:
I am a user of gromacs. I am quite confused when I came across the
relation of rlist and rvdw / rcoulomb in vdw and coulomb calculation.

In cut-off, it says rvdw / rcoulomb should be greater than rlist, while
in switch/shift, it says rvdw should be smaller than rlist...

I guess in cut-off, it's to get all the updated atoms in the calculation
of vdw/ coulomb by setting rvdw/ rcoulomb greater, but why it's the
opposite in switch...

Could you help me to understand how it's done? Thanks a lot.

They're different algorithms, and they work as described. rlist controls the size of the neighbour lists, which list all the atom pairs whose interactions the nonbonded kernels compute each MD step. rvdw/rcoulomb control where the interaction is judged to be small enough that particles at greater distances can be neglected. The only basis governing their relative size is the algorithm you want to implement. With twin-range neighbourlists, the interactions between rvdw and rcoulomb and rlist are computed whenever the neighbour lists are constructed, and re-used for nstlist steps (see manual 3.4.2). With switch/shift interactions, GROMACS generates the potential in tabular form, so that if rlist > rvdw, then some interactions will be computed at distances such that the resulting potential will be known to be zero (see manual 4.1.5). In both cases there's a trade-off between the cost of re-constructing the neighbour lists, the cost of evaluating the resulting interactions and the accuracy limitations imposed by the underlying assumptions.

Mark
And if I'm not mistaken (if I am, please do correct me) the reason for having rlist > rvdw with shift/switch is that the neighbourlists are made based on charge group distance rather than atomic distances. Hence there may be atoms closer than rvdw in the neighbourlists although the centers of their respective chargegroups are separated by more than rvdw.

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Erik Marklund, PhD student
Dept. of Cell and Molecular Biology, Uppsala University.
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er...@xray.bmc.uu.se    http://folding.bmc.uu.se/

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