create_multisphere_clump command

Syntax

create_multisphere_clump dmin dstyle dvalue rmin rvalue pmax pvalue seed svalue surfacefile file keyword values filetype fileargs
  • dmin = obligatory keyword

  • dstyle = absolute or radius_ratio

  • dvalue = minimum distance between spheres and next surface point used for sphere generation

  • rmin = obligatory keyword

  • rvalue = minimum sphere radius

  • pmax = obligatory keyword

  • pvalue = maximum fraction of surface points used for sphere generation

  • seed = obligatory keyword

  • svalue = random number seed

  • surfacefile = obligatory keyword

  • file = surface file name

  • zero or more keyword/value pairs may be appended

  • keyword = invert_normals or subdivide

    invert_normals value = yes or no
    subdivide values = style N
      style = linear or loop or butterfly
      N = number of subdivision iterations
  • one output filetype must be appended

  • filetype = clumpfile or datafile

    clumpfile args = filename
    datafile args = filename atom_type density
      filename = data filename
      atom_type = atom type (optional)
      density = particle density (optional)

Examples

create_multisphere_clump dmin absolute 0.0002 rmin 0.002 pmax 1.0 seed 2133421 surfacefile meshes/infile1.vtk clumpfile data/clump1.dat

Description

This command creates a multi-sphere clump from a VTK, STL or PLY surface mesh file and writes the clump data to a file. The VTK library is used to read an STL file, a PLY file, or an unstructured grid or polydata dataset from VTK simple legacy or XML files. The polygons of the surface mesh are triangulated and optionally the surface is subdivided. Finally, the overlapping multi-sphere clump method (OMCM, see Ferellec) is used to generate a clump configuration which is then written to a clump or data file.

Restrictions

Requires LIGGGHTS to be linked to the VTK library.

Default

invert_normals = yes, subdivide = off, atom_type = 1, density = 1000


(Ferellec, 2010) “A method to model realistic particle shape and inertia in DEM”, J.F. Ferellec and G.R. McDowell, Granular Matter (2010) 12:459–467