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Package for tight-binding calculations

Project description

Documentation: http://pybinding.site/

v0.9.0 | 2017-04-14

##### Updated requirements

  • This version includes extensive internal improvements and raises the minimum requirements for installation. Starting with this release, only Python >= 3.5 is supported. Newer versions of the scientific Python packages are also required: numpy >= 1.12, scipy >= 0.19 and matplotlib >= 2.0.

  • On Linux, the minimum compiler requirements have also been increased to get access to C++14 for the core of the library. To compile from source, you’ll need GCC >= 5.0 or clang >= 3.5.

##### Multi-orbital models

  • Improved support for models with multiple orbitals, spins and any additional degrees of freedom. These can now be specified simply by inputing a matrix as the onsite or hopping term (instead of a scalar value). For more details, see the “Multi-orbital models” section of the documentation.

  • Lifted all limits on the number of sublattices and hoppings which can be defined in a Lattice object. The previous version was limited to a maximum of 128 onsite and hopping terms per unit cell (but those could be repeated an unlimited number of times to form a complete system). All restrictions are now removed so that the unit cell size is only limited by available memory. In addition, the memory usage of the internal system format has been reduced.

  • Added a 3-band model of group 6 transition metal dichalcogenides to the Material Repository. The available TMDs include: MoS2, WS2, MoSe2, WSe2, MoTe2, WTe2. These are all monolayers.

##### Composite shapes

  • Complicated system geometries can now be created easily by composing multiple simple shapes. This is done using set operations, e.g. unions, intersections, etc. A complete guide for this functionality is available in the “Composite shapes” section of the documentation.

##### Kernel polynomial method

  • The KPM implementation has been revised and significantly expanded. A guide and several examples are available in the “Kernel polynomial method” section of the documentation (part 9 of the Tutorial). For a complete overview of the available methods and kernels, see the chebyshev section of the API reference.

  • New builtin computation methods include the stochastically-evaluated density of states (DOS) and electrical conductivity (using the Kubo-Bastin approach).

  • The new low-level interface produces KPM expansion moments which allows users to create their own KPM-based computation routines.

  • The performance of various KPM computations has been significantly improved for CPUs with AVX support (~1.5x speedup on average, but also up to 2x in some cases with complex numbers).

##### Miscellaneous

  • Added the pb.save() and pb.load() convenience functions for getting result objects into/out of files. The data is saved in a compressed binary format (Python’s builtin pickle format with protocol 4 and gzip). Loaded files can be immediately plotted: result = pb.load(“file.pbz”) and then result.plot() to see the data.

  • The eigenvalue solvers now have a calc_ldos method for computing the local density of states as a function of energy (in addition to the existing calc_spatial_ldos).

  • Improved plotting of Lattice objects. The view can now be rotated by passing the axis=”xz” argument, or any other combination of x, y and z to define the plotting plane.

##### Deprecations and breaking changes

  • Added Lattice.add_aliases() method. The old Lattice.add_sublattice(…, alias=name) way of creating aliases is deprecated.

  • The greens module has been deprecated. This functionality is now covered by the KPM methods.

  • The internal storage format of the Lattice and System classes has been revised. This shouldn’t affect most users who don’t need access to the low-level data.

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