PLATO

PLATO is a localized orbital-based electronic structure package developed by Andrew Horsfield, Steve Kenny, and collaborators (Imperial College London, UCL, Loughborough). It allows for both tight-binding and density functional theory (D…

1. GROUND-STATE DFT 1.1 Plane-Wave / Pseudopotential Codes VERIFIED 1 paper
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Overview

PLATO is a localized orbital-based electronic structure package developed by Andrew Horsfield, Steve Kenny, and collaborators (Imperial College London, UCL, Loughborough). It allows for both tight-binding and density functional theory (DFT) calculations within a single framework. PLATO is particularly noted for its efficiency in handling large systems using O(N) methods and its versatility in treating both orthogonal and non-orthogonal basis sets.

Reference Papers (1)

Full Documentation

Official Resources

  • Homepage (Legacy): http://www.dl.ac.uk/TCSC/Software/PLATO/
  • Research Group: https://www.imperial.ac.uk/materials/research/tsm/ (Theory and Simulation of Materials, Imperial College London)
  • References: S. D. Kenny, A. P. Horsfield, H. Fujitani, Phys. Rev. B 62, 4899 (2000).
  • License: Academic/Research (typically distributed via CCP9 or request)

Overview

PLATO is a localized orbital-based electronic structure package developed by Andrew Horsfield, Steve Kenny, and collaborators (Imperial College London, UCL, Loughborough). It allows for both tight-binding and density functional theory (DFT) calculations within a single framework. PLATO is particularly noted for its efficiency in handling large systems using O(N) methods and its versatility in treating both orthogonal and non-orthogonal basis sets.

Scientific domain: Tight-binding, DFT, localized orbitals, O(N) methods
Target user community: Materials scientists, tight-binding researchers, large-scale simulation community

Theoretical Methods

  • Density Functional Theory (DFT)
  • Tight-Binding (TB)
  • Numerical Atomic Orbitals (NAO)
  • Linear Combination of Atomic Orbitals (LCAO)
  • Non-orthogonal and orthogonal basis sets
  • Multipole expansions for electrostatics
  • O(N) scaling algorithms

Capabilities

  • Ground-state electronic structure
  • Structural relaxation
  • Molecular dynamics
  • Tight-binding parametrization
  • DFT calculations with localized bases
  • Large system simulations (thousands of atoms)
  • Transport properties (with additional modules)
  • Point defects and extended defects

Key Strengths

Unified Framework

  • Seamlessly bridges Tight-Binding and DFT
  • Allows testing of TB parameters against DFT within the same code

Efficiency

  • Optimized for O(N) scaling
  • Efficient handling of large supercells
  • Suitable for complex defect structures

Inputs & Outputs

  • Input formats:
    • input.dat (Control parameters)
    • Structure files
    • Basis set definitions
  • Output data types:
    • Energy, forces, stress
    • Charge densities
    • Band structures (using auxiliary tools)

Limitations

  • Availability: Not a standard open-source repository; often obtained via academic channels (CCP9).
  • Documentation: Less publicly accessible than major community codes like VASP or QE.

Computational Cost

  • O(N) Scaling: Linear scaling with system size, enabling calculations on thousands of atoms.
  • Efficiency: Very high for tight-binding; DFT mode slower but competitive for large systems.

Comparison with Other Codes

  • vs SIESTA: Both are O(N) codes using localized orbitals. PLATO allows direct comparison of TB and DFT parameters.
  • vs VASP: PLATO is specialized for large systems/O(N); VASP is a general purpose plane-wave code (scaling $N^3$).

Best Practices

  • Basis Set: Careful testing of basis set completeness is required (unlike plane waves).
  • Parameters: TB parameters must be transferable to your system of interest.

Community and Support

  • Access: Distributed via CCP9 (Collaborative Computational Project 9) or by request.
  • Support: Direct academic collaboration with developers.

Verification & Sources

  • Primary Source: Published literature (Phys. Rev. B 62, 4899) and Imperial College research pages.
  • Confidence: VERIFIED - Well-established code in the tight-binding/DFT community.

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