Diabolical points in multi-scatterer optomechanical systems
Chesi, S; Wang, YD; Twamley, J
刊名SCIENTIFIC REPORTS
2015
卷号5期号:0页码:7816
通讯作者Chesi, S (reprint author), Beijing Computat Sci Res Ctr, Beijing 100084, Peoples R China.
英文摘要Diabolical points, which originate from parameter-dependent accidental degeneracies of a system's energy levels, have played a fundamental role in the discovery of the Berry phase as well as in photonics (conical refraction), in chemical dynamics, and more recently in novel materials such as graphene, whose electronic band structure possess Dirac points. Here we discuss diabolical points in an optomechanical system formed by multiple scatterers in an optical cavity with periodic boundary conditions. Such configuration is close to experimental setups using micro-toroidal rings with indentations or near-field scatterers. We find that the optomechanical coupling is no longer an analytic function near the diabolical point and demonstrate the topological phase arising through the mechanical motion. Similar to a Fabry-Perot resonator, the optomechanical coupling can grow with the number of scatterers. We also introduce a minimal quantum model of a diabolical point, which establishes a connection to the motion of an arbitrary-spin particle in a 2D parabolic quantum dot with spin-orbit coupling.
学科主题Science & Technology - Other Topics
类目[WOS]Multidisciplinary Sciences
关键词[WOS]CONICAL INTERSECTIONS ; MOVING MIRROR ; GRAPHENE ; RADIATION ; MOTION ; CAVITY ; PHASE
收录类别SCI
语种英语
内容类型期刊论文
源URL[http://ir.itp.ac.cn/handle/311006/21114]  
专题理论物理研究所_理论物理所1978-2010年知识产出
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Chesi, S,Wang, YD,Twamley, J. Diabolical points in multi-scatterer optomechanical systems[J]. SCIENTIFIC REPORTS,2015,5(0):7816.
APA Chesi, S,Wang, YD,&Twamley, J.(2015).Diabolical points in multi-scatterer optomechanical systems.SCIENTIFIC REPORTS,5(0),7816.
MLA Chesi, S,et al."Diabolical points in multi-scatterer optomechanical systems".SCIENTIFIC REPORTS 5.0(2015):7816.
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