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Floquet Hamiltonian Engineering of an Isolated Many-Body Spin System

Sebastian Geier, Nithiwadee Thaicharoen, Clément Hainaut, Titus Franz, Andre Salzinger, Annika Tebben, David Grimshandl, G. Zürn, Matthias Weidemüller

Published Sep 14, 2021• 0 citations
Publisher

Abstract

This repository contains the data presented in the manuscript\n\nMain text :\n\n\n\tFig1C.xlsx\n\tFig1D.xlsx\n\tFig2A.xlsx\n\tFig2B.xlsx\n\tFig3B.xlsx\n\tFig3B_inset.xlsx\n\tFig4B.xlsx\n\tFig4C.xlsx\n\n\nSupplementary materials :\n\n\n\tFigS1A.xlsx\n\tFigS1B.xlsx\n\tFigS2.xlsx\n\tFigS3A.xlsx\n\tFigS3A_inset.xlsx\n\tFigS3B.xlsx\n
DOI
10.5281/zenodo.5506835

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Controlling interactions is the key element for the quantum engineering of many-body systems. Using time-periodic driving, a naturally given many-body Hamiltonian of a closed quantum system can be transformed into an effective target Hamiltonian that exhibits vastly different dynamics. We demonstrate such Floquet engineering with a system of spins represented by Rydberg states in an ultracold atomic gas. By applying a sequence of spin manipulations, we change the symmetry properties of the effective Heisenberg XYZ Hamiltonian. As a consequence, the relaxation behavior of the total spin is drastically modified. The observed dynamics can be qualitatively captured by a semiclassical simulation. Engineering a wide range of Hamiltonians opens vast opportunities for implementing quantum simulation of nonequilibrium dynamics in a single experimental setting.