SIESTA
Siesta
SIESTA was born in 1996 to implement, in self consistent DFT, the order-N techniques developed for tight-binding in the early 1990s. Because order-N was carefully imposed in all the code, this was very efficient, specially for large systems and moderate precisions. Later, the need for higher precisions, and the addition of many new functionalities, imposed compromises to the order-N philosophy, but efficiency kept being one of SIESTA's strongest points.
Initially, SIESTA was a purely serial code. This was convenient for many "modest" users, who used single workstations, and this gave it a rapid popularity. Later, parallelism was added "on top", with priority given to not compromising serial execution, and without revising the algorithms for good parallelism. Today, parallel computers and clusters have become ubiquitous, and a new parallelization of SIESTA has become a priority. In this effort, the Barcelona Supercomputing Center (BSC) has become a key partner. SIESTA is now an integral part of the BSC software stack and users can apply for BSC projects to run SIESTA.
SIESTA is a purely academic project. Although it is not free software, it is distributed free of charge to all academic users. Simultaneously, commercial licenses are sold to private companies, through our commercial partner Nanotec Electronica. This helps funding SIESTA introductory courses and development activities. Formally, the "ownership" of SIESTA is held by a number of "authors", through the General Foundation of the Autonomous University of Madrid. All the authors are fully committed to keep indefinitely the free academic distribution of SIESTA.
Official website :
| Test name | Version | Type | Description |
| XRQTC.SIESTA_SnO2_FCfullBZ |
2010.6 | Estructural relaxation of a SnO2 nanoparticle (rutile structure, spherical shape, 1nm in diameter). Using GGA (PBE), optimized DZP basis sets and conjugate gradient minimization of energy (MD.MaxFoceTol = 0.04eV/Ang). Total number of atoms: 51. Benchmarck provided by Dr. J. Daniel Prades (Dept. Electronics - UB) | |
| XRQTC.SIESTA_SnO2_np1nm_CG | 2010.6 | Force constants matrix calculation for bulk SnO2-rutile. A 3x3x3 supercell was considered to calculate the phonon dispersion diagram for the whole Brillouin zone (with vibra post-processing tool).Using LDA (CA), optimized DZP basis sets and Total number of atoms: 162. FC steps: 36 displacements (only the atoms 79 to 84 are displaced -MD.FCdispl = 0.01 bohr- from their equilibrium positions). Benchmarck provided by Dr. J. Daniel Prades (Dept. Electronics - UB) |



