Tools /
MpIBcWavepacketCreate an real-space wavepacket from a solution to the MPS excitation ansatz [1]. Synopsis
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Prefix for the filenames of the input wavefunctions, of the form [prefix].k[k] (required).
Momentum range of input wavefunctions, of the form start:end:stop or start:end,num , in units of {$\pi$} (required).
Use a single-mode approximation for the excitation using the input wavefunction of this momentum (alternative to specifying the full momentum range with -k ).
Use this {$y$}-momentum range to localise the wavepacket on a cylinder (filenames must then be of the form [prefix].kx[k].ky[ky] ).
Force the input filenames to use this many decimal places in the momentum.
Use this value for the lattice unit cell size for determining momenta (defaults to the wavefunction attribute LatticeUnitCellSize , or 1 otherwise).
Filename for the output wavefunction.
Force overwriting the output file if it already exists.
Convolute the real-space wavepacket with a Gaussian in momentum space with this width, in units of {$\pi$}.
The central momentum for the momentum space Gaussian, in units of {$\pi$} (default 0).
If using --ky , convolute the real-space wavepacket with a Gaussian in {$y$}-momentum space with this width, in units of {$\pi$}.
The central momentum for the {$y$}-momentum space Gaussian, in units of {$\pi$} (default 0).
Tolerance for the wavepacket amplitude outside of the window: this is used to determine the minimum size window to represent the wavepacket (default 1e-5 ).
Minimum bond dimension of the window after truncation (default 0).
Maximum bond dimension of the window after truncation (default 100000).
The truncation error cutoff threshold when truncating the state (alternative to -d ).
The singular value cutoff threshold when truncating the state.
Increase verbosity.
DescriptionThis tool creates a real-space wavepacket from a set of solutions of the MPS excitation ansatz over a range of momenta using the algorithm presented in Ref. [1]. References[1] M. Van Damme, L. Vanderstraeten, J. De Nardis, J. Haegeman, F. Verstraete, Real-time scattering of interacting quasiparticles in quantum spin chains, Phys. Rev. Research 3, 013078 (2021), doi:10.1103/PhysRevResearch.3.013078, arXiv:1907.02474.
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