Expansion dynamics in a one-dimensional hard-core boson model with three-body interactions

Abstract

Using the adaptive time-dependent density matrix renormalization group method, we numerically investigate the expansion dynamics of bosons in a one-dimensional hard-core boson model with three-body interactions. It is found that the bosons expand ballistically with weak interaction, which are obtained by local density and the radius $R_n$. It is shown that the expansion velocity $V$, obtained from $R_n=Vt$, is dependent on the number of bosons. As a prominent result, the expansion velocity decreases with the enhancement of three-body interaction. We further study the dynamics of the system, which quenches from the ground state with two-thirds filling, the results indicate the expansion is also ballistic in the gapless phase regime. It could help us detect the phase transition in the system.

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• Quantum many-body scars with unconventional superconducting pairing symmetries via multibody interactions
• Two component quantum walk in one-dimensional lattice with hopping imbalance
• Non-equilibrium variational cluster perturbation theory: quench dynamics of the quantum Ising model