The periodic structure program BAND
BAND is the periodic extension of our molecular ADF code. The localized atomic orbital (LCAO) basis sets employed in BAND allow for the proper modeling of one-dimensional (polymers) and two-dimensional (surfaces) periodic systems without artifacts and reduced performance arising from the artificial three-dimensional periodicity necessary in popular plane wave codes. Furthermore, reliable relativistic methods (ZORA or spin-orbit coupling) are available with all-electron (or frozen-core) for the whole periodic table, removing the need of any pseudopotential approximation.
Key benefits and features for BAND calculations:
- Efficiently parallelized with linear scaling techniques
- Relativistic methods (ZORA, spin-orbit coupling) and all-electron basis sets available for the entire periodic table
- Modern xc functionals include meta-GGAs and dispersion corrections e.g. GGA-D3-BJ, GGA+U, HTBS, TB-mBJ
- Optimization of cell lattice parameters
- Structure and reactivity: geometry optimizations, transition states, Hessians, thermodynamic properties
- Solvent effects on surfaces and polymers with COSMO
- Static homogeneous electric fields for surfaces and polymers
- Spectroscopy: optical properties (TDDFT), EELS, NMR, EFG, Q-tensor, ESR, g-tensor, A-tensor
- Analysis: band structure, bond energy decomposition, ELF, AIM, Mulliken population, form factors, DOS, STM

Solvent effects at the liquid-solid interface can be included with the unique combination of BAND and COSMO, as shown here modeling a dye-sensitized solar cell: a solvated N3 ruthenium complex on a TiO2 surface.
|
More about BAND
Documentation:
BAND manual,
BAND tutorials,
BAND examples
Fast pre-optimization with
DFTB
Our authors
Free 30-day trial of our programs and more information
Fully functional versions of all of our software are available for a free 30-day evaluation period.
The programs may be run on any machine at your organization, and full support with answers to any question you have or problems you encounter will be provided.
Just fill out our Free Trial Form.
Other questions? : e-mail us at info@scm.com.