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In recent years, spin-orbit coupled ultracold atomic gases have become a major focus of research. By dressing atoms with suitably tailored laser light, motional and internal degrees of freedom can be coupled, resulting in the generation of artificial gauge fields, spin-orbit coupling, and the breaking of Galilean symmetry. Interesting dispersion relations can be engineered and studied in detail, such as double-well potentials in momentum space featuring regions of negative mass and roton-like minima. The systems can further be combined with optical lattices, providing a vast ground for the investigation of intriguing quantum dynamics. In this review, we highlight some of the progress made in this field. We examine the experimental accessibility of all relevant spin-orbit-coupling parameters, and further discuss the fundamental properties and applications of spin-orbit-coupled Bose-Einstein condensates (BECs) over a wide range of physical situations. Both experimental as well as theoretical progress is highlighted. For more detailed information, please refer to the article “Properties of spin-orbit-coupled Bose-Einstein condensates" by Yongping Zhang, Maren Elizabeth Mossman, Thomas Busch, Peter Engels, and Chuanwei Zhang, Front. Phys. 11(3), 118103 (2016). [Photo credits: Mossman and Engels, WSU; Background image courtesy of Bob Hubner, WSU]
Contents
118103
| Properties of spin–orbit-coupled Bose–Einstein condensatesCollection Yongping Zhang*, Maren Elizabeth Mossman, Thomas Busch, Peter Engels*, Chuanwei Zhang*
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118102 | Two-body physics in quasi-low-dimensional atomic gases under spin–orbit couplingCollection Jing-Kun Wang, Wei Yi*, Wei Zhang
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110305 | Uncertainty relations for general phase spacesCollection Reinhard F. Werner
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110304 | Quantum superreplication of states and gatesCollection Giulio Chiribella*, Yuxiang Yang
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110302 | 3D entangled fractional squeezing transformation and its quantum mechanical correspondence Fang Jia, Shuang Xu, Cheng-Zhi Deng, Cun-Jin Liu, Li-Yun Hu*
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110301 | Dynamic fragmentation in a quenched two-mode Bose–Einstein condensate Shu-Yuan Wu, Hong-Hua Zhong, Jia-Hao Huang, Xi-Zhou Qin, Chao-Hong Lee*
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114203 | Enhanced phase sensitivity of an SU(1,1) interferometer with displaced squeezed vacuum light Xiao-Yu Hu, Chao-Ping Wei, Ya-Fei Yu, Zhi-Ming Zhang*
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117402 | Spatial modulation of unitary impurity-induced resonances in superconducting CeCoIn5 Ge Zhang, Bin Liu*, Yi-Feng Yang, Shiping Feng
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117201 | Thermoelectric response of spin polarization in Rashba spintronic systems Cong Xiao, Dingping Li*, Zhongshui Ma
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118501 | Optical properties of Au-core Pt-shell nanorods studied using FDTD simulations Jian-Bo Liu*, Lin Long, Yu-Shi Zhang, Yue-Ping Wang, Feng-Shou Liu, Wei-Yao Xu, Ming-Ji Zong, Lei Ma, Wen-Qi Liu, Hui Zhang, Jiao Yan, Jia-Qi Chen, Ying-Lu Ji, Xiao-Chun Wu*
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115201 | Potential distribution around a test charge in a positive dust-electron plasma S. Ali
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114701 | Liang Yin, Hai-Feng Zhang*, Shu-Yuan Shi, Yao Lu, Yang Wang, Xiao-Wei Liu
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111402 | Using X(3823)→J/ψπ+π− to identify coupled-channel effects Bo Wang*, Hao Xu*, Xiang Liu*, Dian-Yong Chen, Susana Coito*, Estia Eichten*
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111206 | Hopf algebras and Dyson–Schwinger equationsCollection Stefan Weinzierl
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111205 | Combinatorial Dyson–Schwinger equations and inductive ata typeCollection Joachim Kock
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i | Special Focus: Key Laboratory of Quantum Information, CAS, University of Science and Technology of China
* Corresponding author(s).
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