The voronoi package in lammps is built over the voro++ library. That library has features to deal with a case like the one you are describing: http://math.lbl.gov/voro++/examples/irregular/
Note however that the solution described there is purely geomettrical and other techniques such a probe particle approaches as Axel mentioned may be more suitable to construct volume descriptors that suit better your needs.
Carlos
It may be a good solution, however I first time hear about probe particle
approach technique and have no idea what it stands for. Could you, or
someone else, give me a link?
It may be a good solution, however I first time hear about probe particle
approach technique and have no idea what it stands for. Could you, or
someone else, give me a link?
this method is widely used in biomolecular simulations to assess the
solvent accessible surface are, for example. of course, that surface - by
definition - also defines an effective volume of the biomolecule.
please note that the dependency of the resulting surface (or volume) on the
size of the probe particle highlights the inherent arbitrariness of such
definitions.
The particle probe approach results may end up being very similar to the one I linked because “I believe” in the Voro++ you can initialize the WZ cell of each particle to be a sphere. Take my words with a grain of salt as I have never done it but just repeated for you what the docs state.
Carlos