4.6 Article

Adiabatic quantum transport in a spin chain with a moving potential

期刊

PHYSICAL REVIEW A
卷 77, 期 1, 页码 -

出版社

AMER PHYSICAL SOC
DOI: 10.1103/PhysRevA.77.012303

关键词

-

向作者/读者索取更多资源

Many schemes to realize quantum state transfer in spin chains are not robust to random fluctuations in the spin-spin coupling strength. In efforts to achieve robust quantum state transfer, an adiabatic quantum population transfer scheme is proposed in this study. The proposed scheme makes use of a slowly moving external parabolic potential and is qualitatively explained in terms of the adiabatic following of a quantum state with a moving separatrix structure in the classical phase space of a pendulum analogy. Detailed aspects of our adiabatic population transfer scheme, including its robustness, is studied computationally. Applications of our adiabatic scheme in quantum information transfer are also discussed, with emphasis placed on the usage of a dual spin chain to encode quantum phases. The results should also be useful for the control of electron tunneling in an array of quantum dots.

作者

我是这篇论文的作者
点击您的名字以认领此论文并将其添加到您的个人资料中。

评论

主要评分

4.6
评分不足

次要评分

新颖性
-
重要性
-
科学严谨性
-
评价这篇论文

推荐

Article Physics, Multidisciplinary

Coherent Control of Collective Spontaneous Emission through Self-Interference

Lei Qiao, Jiangbin Gong

Summary: This paper proposes an innovative scheme to control collective emission rates through a self-interference mechanism, showing that the interference could be constructive or destructive depending on the distance between scatterers and emitters. The interference leads to controllable superradiance and subradiance, and manifests as an abrupt change in emission rates in real time.

PHYSICAL REVIEW LETTERS (2022)

Editorial Material Multidisciplinary Sciences

Topological π modes and beyond

Weiwei Zhu, Jiangbin Gong, Raditya Weda Bomantara

SCIENCE BULLETIN (2022)

Article Physics, Multidisciplinary

On the Quantization of AB Phase in Nonlinear Systems

Xi Liu, Qing-Hai Wang, Jiangbin Gong

Summary: In this paper, we study the self-intersecting energy band structures induced by nonlinearity at the mean-field level, specifically focusing on the intriguing consequence of nonlinear Dirac cones. Our systematic analysis using the Qi-Wu-Zhang model and power law nonlinearity reveals that the Aharonov-Bohm phase associated with an adiabatic process in the momentum space exhibits a jump of pi only at critical nonlinearity, known as Kerr nonlinearity, where the Dirac cone appears and disappears. This result suggests pi-quantization of the Aharonov-Bohm phase as long as the nonlinear Dirac cone exists, while for other powers of nonlinearity, the phase changes continuously with the nonlinear strength. These findings have important implications for experimental measurement of power-law nonlinearity and further exploration of geometric phase and adiabatic following in nonlinear systems.

ENTROPY (2022)

Article Physics, Multidisciplinary

Observation of π/2 Modes in an Acoustic Floquet System

Zheyu Cheng, Raditya Weda Bomantara, Haoran Xue, Weiwei Zhu, Jiangbin Gong, Baile Zhang

Summary: This study experimentally verifies the existence of pi/2 modes in an acoustic waveguide array and theoretically proves their characteristics. These findings are expected to motivate further studies of pi/2 modes in quantum systems and potential technological applications.

PHYSICAL REVIEW LETTERS (2022)

Article Materials Science, Multidisciplinary

Observation of Floquet topological phases with large Chern numbers

Kai Yang, Shaoyi Xu, Longwen Zhou, Zhiyuan Zhao, Tianyu Xie, Zhe Ding, Wenchao Ma, Jiangbin Gong, Fazhan Shi, Jiangfeng Du

Summary: Floquet engineering provides a powerful method to generate nonequilibrium topological phases with large topological invariants. This study demonstrates how Floquet Chern insulator phases can be detected through imaging the static and dynamic spin textures in momentum space using the nitrogen-vacancy center in diamond and its synthetic dimensions. The work confirms the versatility of Floquet driving in generating phases with large Chern numbers and establishes an experimental method to detect Floquet topological phases in two and higher spatial dimensions.

PHYSICAL REVIEW B (2022)

Article Materials Science, Multidisciplinary

Floquet band engineering with Bloch oscillations

Xi Liu, Senmao Tan, Qing-hai Wang, Longwen Zhou, Jiangbin Gong

Summary: This work demonstrates the engineering of Floquet bands through Bloch oscillations by adding a tilted linear potential to periodically driven lattice systems. The band structure and topology can be extensively tuned by adjusting the ratio of competing frequencies.

PHYSICAL REVIEW B (2022)

Article Optics

Arbitrary entangled state transfer via a topological qubit chain

Chong Wang, Linhu Li, Jiangbin Gong, Yu-xi Liu

Summary: In this study, a method for arbitrary entangled state transfer through a qubit chain is proposed. By encoding and adiabatic transfer, the dynamic phase differences can be eliminated. This method is robust against both coupling disorder and evolution time disorder.

PHYSICAL REVIEW A (2022)

Article Materials Science, Multidisciplinary

Topologically protected dynamics in three-dimensional nonlinear antisymmetric Lotka-Volterra systems

Muhammad Umer, Jiangbin Gong

Summary: This study reports robust dynamical features of three-dimensional nonlinear systems in connection with intriguing topological bands, revealing distinct characteristics and robustness of surface-polarized masses and analyzing them in connection with the dynamics and topological bands of the linearized Lotka-Volterra equation. The insights learned from Weyl semimetal phases based on a linearized version of the ALVE are still remarkably useful, even though the system dynamics is far beyond the linear regime. This work highlights the relevance and importance of topological boundary modes in analyzing high-dimensional nonlinear systems and hopes to stimulate further topological studies.

PHYSICAL REVIEW B (2022)

Article Materials Science, Multidisciplinary

Topological characteristics of gap closing points in nonlinear Weyl semimetals

Thomas Tuloup, Raditya Weda Bomantara, Jiangbin Gong

Summary: This work investigates the effects of nonlinearity on three-dimensional topological phases, focusing on the behavior of Weyl nodes in Weyl semimetals. It is found that nonlinearity causes Weyl nodes to break down into nodal lines and surfaces while preserving their topological charge. Additional nodal lines may emerge at high nonlinearity. Adiabatic pumping and Aharonov-Bohm interference experiments are proposed as two methods to probe these observed nodal structures.

PHYSICAL REVIEW B (2022)

Article Materials Science, Multidisciplinary

Direction reversal of non-Hermitian skin effect via coherent coupling

Linhu Li, Wei Xin Teo, Sen Mu, Jiangbin Gong

Summary: This work reveals a phenomenon similar to absolute negative mobility (ANM) in non-equilibrium systems, regarding eigenstate localization and particle transport. The interaction between two non-Hermitian chains with the same preferred direction causes a reversal of the non-Hermitian skin effect (NHSE) for all eigenmodes. This concept is qualitatively and quantitatively investigated in a non-Hermitian quantum walk platform.

PHYSICAL REVIEW B (2022)

Article Materials Science, Multidisciplinary

Hybrid skin-topological modes without asymmetric couplings

Weiwei Zhu, Jiangbin Gong

Summary: This study discovers a new type of hybrid skin-topological modes in non-Hermitian lattice systems, known as the second-order non-Hermitian skin effect. By introducing gain/loss to two-dimensional Chern insulators and ensuring that the line gap is not closed, all topological edge states can be localized at one corner under the open boundary condition.

PHYSICAL REVIEW B (2022)

Article Materials Science, Multidisciplinary

Anomalous hybridization of spectral winding topology in quantized steady-state responses

Hui-Qiang Liang, Sen Mu, Jiangbin Gong, Linhu Li

Summary: The quantized response is a distinguishing feature of a topological system. In non-Hermitian systems, the spectral winding topology yields a quantized steady-state response. By considering two weakly coupled non-Hermitian chains, the spectral winding topology of one chain can be probed by a steady-state response defined solely on the other chain, revealing unexpected physics of spectral winding topology vs quantized response.

PHYSICAL REVIEW B (2022)

Article Materials Science, Multidisciplinary

Tunable two-dimensional laser arrays with zero-phase locking

Wei Xin Teo, Weiwei Zhu, Jiangbin Gong

Summary: Two-dimensional laser arrays can be achieved at a large scale by utilizing higher-order topological insulator physics and the non-Hermitian skin effect. By tuning the system parameters appropriately and pumping at a single site, a stable topologically protected lasing mode delocalized across two dimensions can be obtained. Coupled optical ring resonators are proposed as a promising platform for realizing large-scale two-dimensional laser arrays.

PHYSICAL REVIEW B (2022)

Article Materials Science, Multidisciplinary

Non-Hermitian pseudo mobility edge in a coupled chain system

Sen Mu, Longwen Zhou, Linhu Li, Jiangbin Gong

Summary: In this work, the coupling between a clean non-Hermitian chain with skin localization and a delocalized chain of the same length is explored. The study reveals interesting consequences such as the induction of a pseudo mobility edge and the gradual takeover of the non-Hermitian skin effect. The quantized winding number characterizes the transition between different phases.

PHYSICAL REVIEW B (2022)

Article Physics, Multidisciplinary

Unsupervised identification of Floquet topological phase boundaries

Nannan Ma, Jiangbin Gong

Summary: The paper presents an unsupervised machine learning protocol that can reliably reveal complex boundaries of nonequilibrium topological phases. It can analyze and discover previously unknown topological phases provided by the time dimension.

PHYSICAL REVIEW RESEARCH (2022)

暂无数据