This page gives hints on how to to specify a crystal, with atomic positions and symmetries with the ABINIT package.
In addition to the Specification of the unit cell and Atom types, ABINIT must know the number of atoms inside the cell, their type, and position. This is described by natom, typat and one of xred, xcart and xangst.
ABINIT can automatically detect the Bravais lattice and space group, and generate symmetries (e.g. nsym,symrel,tnons), from the primitive cell and the position of atoms (provided they are not too inaccurate, see tolsym). For this purpose, in the magnetic case, ABINIT will also take into account the input atomic spin, through the knowledge of spinat.
Alternatively, ABINIT can start from the specification of symmetries (either from spgroup or from the list of symmetries - nsym,symrel,tnons) and generate the atomic positions from the asymmetric (irreducible) part of the primitive cell. This is described in the Smart Symmetrizer topic.
ABINIT can treat antiferromagnetic symmetry operations, see symafm.
There is also a (non-graphical) atom manipulator in ABINIT, see topic_AtomManipulator.
ABINIT can read XYZ files, see xyzfile.
Atomic positions can also be generated at random, see random_atpos.
Details about the way the crystal structure is defined in ABINIT can be found here.
Related Input Variables¶
- xangst vectors (X) of atom positions in cartesian coordinates -length in ANGSTrom-
- xcart vectors (X) of atom positions in CARTesian coordinates
- xred vectors (X) of atom positions in REDuced coordinates
- chkprim CHecK whether the cell is PRIMitive
- nsym Number of SYMmetry operations
- spgroup SPace GROUP number
- spinat SPIN for AToms
- symrel SYMmetry in REaL space
- tnons Translation NON-Symmorphic vectors
- tolsym TOLERANCE for SYMmetries
- xyzfile XYZ FILE input for geometry
- maxnsym MAXimum Number of SYMetries
- random_atpos RANDOM ATomic POSitions
- symmorphi SYMMORPHIc symmetry operation selection
Selected Input Files¶
- The lesson 1 deals with the H2 molecule : get the total energy, the electronic energies, the charge density, the bond length, the atomisation energy
- The lesson 2 deals again with the H2 molecule: convergence studies, LDA versus GGA
- The lesson 3 deals with crystalline silicon (an insulator): the definition of a k-point grid, the smearing of the cut-off energy, the computation of a band structure, and again, convergence studies …
- The lesson 4 deals with crystalline aluminum (a metal), and its surface: occupation numbers, smearing the Fermi-Dirac distribution, the surface energy, and again, convergence studies …