PyCAC features and non-features


The PyCAC code can simulate monatomic pure face-centered cubic (FCC) or pure body-centered cubic (BCC) metals using the Lennard-Jones (LJ) or the embedded-atom method (EAM) potentials in a constant temperature field. In the coarse-grained domain, 3D trilinear rhombohedral elements are employed to accommodate dislocations in 9 out of 12 sets of {111}<110>\{111\}\left<110\right> slip systems in an FCC lattice, as well as 6 out of 12 sets of {110}<111>\{110\}\left<111\right> slip systems in a BCC lattice.


While the CAC method is applicable to thermo/mechanical problems in almost all crystalline materials, current version of the PyCAC code has not yet been extended to simulate:

  • dislocations in 12 sets of {112}<111>\{112\}\left<111\right>-type and 24 sets of {123}<111>\{123\}\left<111\right>-type slip systems in a BCC lattice;
  • crystal structures other than FCC and BCC, e.g., simple cubic, diamond cubic, hexagonal close-packed;
  • interatomic potentials other than LJ and EAM, e.g., Stillinger-Weber potential, Tersoff potential, or modified EAM (MEAM) potential;
  • 1D or 2D materials that require 1D or 2D elements, respectively, as well as materials requiring 3D elements different from the rhombohedral ones;
  • multicomponent, multi-constituent, multiphase, or polyatomic crystalline materials, e.g., alloys, intermetallics, composite materials, ceramic, mineral;
  • materials in a non-constant temperature field.

Moreover, the adaptive mesh refinement scheme is not implemented in the current PyCAC code.

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