A single electro-optically tunable lithium-niobate chip with two coupled resonators realizes tunable tight-binding, Hall, and Creutz lattices in the frequency domain, including spin-momentum locking and Aharonov-Bohm caging.
Construction of various time-dependent Hamiltonians on a single photonic chip
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abstract
Integrated photonics provides an important platform for simulating physical models with high-performance chip-scale devices, where the lattice size and the time-dependence of a model are key ingredients for further enriching the functionality of a photonic chip. Here, we propose and demonstrate the construction of various time-dependent Hamiltonian models using a single microresonator on thin-film lithium niobate chip. Such an integrated microresonator holds high quality factor to 10^6, and supports the construction of the synthetic frequency lattice with effective lattice sites up to 152 under the electro-optic modulation. By further applying a bichromatic modulation composed of two radio-frequency signals oppositely detuned from the resonant frequency in the microresonator, we build different time-dependent Hamiltonians with the time-varying nearest-neighbor coupling strength in synthetic frequency lattice. We measure the temporal features from capturing the dynamic band structures of the lattice and demonstrate a variety of time-dependent synthetic lattice models by engineering the driven pattern of the modulation, highlighting great flexibility of the microresonator. Our work shows a photonic chip for simulating versatile time-dependent Hamiltonians, which pushes forward quantum simulations in integrated photonics with great experimental tunability and reconfigurability.
fields
physics.optics 1years
2024 1verdicts
ACCEPT 1representative citing papers
citing papers explorer
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Versatile photonic frequency synthetic dimensions using a single Mach-Zehnder-interferometer-assisted device on thin-film lithium niobate
A single electro-optically tunable lithium-niobate chip with two coupled resonators realizes tunable tight-binding, Hall, and Creutz lattices in the frequency domain, including spin-momentum locking and Aharonov-Bohm caging.