Time Circular Birefringence in Time-Dependent Magnetoelectric Media
Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media and prove that light in these media alw...
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| Published in | Scientific reports Vol. 5; no. 1; p. 13673 |
|---|---|
| Main Authors | , , , , , |
| Format | Journal Article |
| Language | English |
| Published |
London
Nature Publishing Group UK
02.09.2015
Nature Publishing Group |
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| Online Access | Get full text |
| ISSN | 2045-2322 2045-2322 |
| DOI | 10.1038/srep13673 |
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| Abstract | Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media and prove that light in these media always has two degenerate modes with opposite circular polarizations corresponding to one wave vector
and name this effect “time circular birefringence” (TCB). By interchanging the status of space and time, the pair of TCB modes can appear simultaneously via “time refraction” and “time reflection” of a linear polarized incident wave at a time interface of ME media. The superposition of the two TCB modes causes the “time Faraday effect”, namely the globally unified polarization axes rotate with time. A circularly polarized Gaussian pulse traversing a time interface is also studied. If the wave-vector spectrum of a pulse mainly concentrates in the non-traveling-wave band, the pulse will be trapped with nearly fixed center while its intensity will grow rapidly. In addition, we propose an experimental scheme of using molecular fluid with external time-varying electric and magnetic fields both parallel to the direction of light to realize these phenomena in practice. |
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| AbstractList | Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking, and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media, and prove that light in these media always has two degenerate modes with opposite circular polarizations corresponding to one wave vector , and name this effect "time circular birefringence" (TCB). By interchanging the status of space and time, the pair of TCB modes can appear simultaneously via "time refraction" and "time reflection" of a linear polarized incident wave at a time interface of ME media. The superposition of the two TCB modes causes the "time Faraday effect", namely the globally unified polarization axes rotate with time. A circularly polarized Gaussian pulse traversing a time interface is also studied. If the wave-vector spectrum of a pulse mainly concentrates in the non-traveling-wave band, the pulse will be trapped with nearly fixed center while its intensity will grow rapidly. In addition, we propose an experimental scheme of using molecular fluid with external time-varying electric and magnetic fields both parallel to the direction of light to realize these phenomena in practice. Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking, and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media, and prove that light in these media always has two degenerate modes with opposite circular polarizations corresponding to one wave vector , and name this effect “time circular birefringence” (TCB). By interchanging the status of space and time, the pair of TCB modes can appear simultaneously via “time refraction” and “time reflection” of a linear polarized incident wave at a time interface of ME media. The superposition of the two TCB modes causes the “time Faraday effect”, namely the globally unified polarization axes rotate with time. A circularly polarized Gaussian pulse traversing a time interface is also studied. If the wave-vector spectrum of a pulse mainly concentrates in the non-traveling-wave band, the pulse will be trapped with nearly fixed center while its intensity will grow rapidly. In addition, we propose an experimental scheme of using molecular fluid with external time-varying electric and magnetic fields both parallel to the direction of light to realize these phenomena in practice. Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking, and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media, and prove that light in these media always has two degenerate modes with opposite circular polarizations corresponding to one wave vector , and name this effect "time circular birefringence" (TCB). By interchanging the status of space and time, the pair of TCB modes can appear simultaneously via "time refraction" and "time reflection" of a linear polarized incident wave at a time interface of ME media. The superposition of the two TCB modes causes the "time Faraday effect", namely the globally unified polarization axes rotate with time. A circularly polarized Gaussian pulse traversing a time interface is also studied. If the wave-vector spectrum of a pulse mainly concentrates in the non-traveling-wave band, the pulse will be trapped with nearly fixed center while its intensity will grow rapidly. In addition, we propose an experimental scheme of using molecular fluid with external time-varying electric and magnetic fields both parallel to the direction of light to realize these phenomena in practice.Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking, and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media, and prove that light in these media always has two degenerate modes with opposite circular polarizations corresponding to one wave vector , and name this effect "time circular birefringence" (TCB). By interchanging the status of space and time, the pair of TCB modes can appear simultaneously via "time refraction" and "time reflection" of a linear polarized incident wave at a time interface of ME media. The superposition of the two TCB modes causes the "time Faraday effect", namely the globally unified polarization axes rotate with time. A circularly polarized Gaussian pulse traversing a time interface is also studied. If the wave-vector spectrum of a pulse mainly concentrates in the non-traveling-wave band, the pulse will be trapped with nearly fixed center while its intensity will grow rapidly. In addition, we propose an experimental scheme of using molecular fluid with external time-varying electric and magnetic fields both parallel to the direction of light to realize these phenomena in practice. Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media and prove that light in these media always has two degenerate modes with opposite circular polarizations corresponding to one wave vector "Equation missing" and name this effect “time circular birefringence” (TCB). By interchanging the status of space and time, the pair of TCB modes can appear simultaneously via “time refraction” and “time reflection” of a linear polarized incident wave at a time interface of ME media. The superposition of the two TCB modes causes the “time Faraday effect”, namely the globally unified polarization axes rotate with time. A circularly polarized Gaussian pulse traversing a time interface is also studied. If the wave-vector spectrum of a pulse mainly concentrates in the non-traveling-wave band, the pulse will be trapped with nearly fixed center while its intensity will grow rapidly. In addition, we propose an experimental scheme of using molecular fluid with external time-varying electric and magnetic fields both parallel to the direction of light to realize these phenomena in practice. Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking and simulate cosmological phenomena. In this paper, we focus on time-dependent axion-type magnetoelectric (ME) media and prove that light in these media always has two degenerate modes with opposite circular polarizations corresponding to one wave vector and name this effect “time circular birefringence” (TCB). By interchanging the status of space and time, the pair of TCB modes can appear simultaneously via “time refraction” and “time reflection” of a linear polarized incident wave at a time interface of ME media. The superposition of the two TCB modes causes the “time Faraday effect”, namely the globally unified polarization axes rotate with time. A circularly polarized Gaussian pulse traversing a time interface is also studied. If the wave-vector spectrum of a pulse mainly concentrates in the non-traveling-wave band, the pulse will be trapped with nearly fixed center while its intensity will grow rapidly. In addition, we propose an experimental scheme of using molecular fluid with external time-varying electric and magnetic fields both parallel to the direction of light to realize these phenomena in practice. |
| ArticleNumber | 13673 |
| Author | Wen, Weijia Lin, Shi-Rong Ge, Mo-Lin Zhang, Ruo-Yang Zhao, Qing Zhai, Yan-Wang |
| Author_xml | – sequence: 1 givenname: Ruo-Yang surname: Zhang fullname: Zhang, Ruo-Yang organization: Theoretical Physics Division, Chern Institute of Mathematics, Nankai University, Department of Physics, The Hong Kong University of Science and Technology, Clear Water Bay – sequence: 2 givenname: Yan-Wang surname: Zhai fullname: Zhai, Yan-Wang organization: School of Physics, Beijing Institute of Technology – sequence: 3 givenname: Shi-Rong surname: Lin fullname: Lin, Shi-Rong organization: School of Physics, Beijing Institute of Technology – sequence: 4 givenname: Qing surname: Zhao fullname: Zhao, Qing organization: School of Physics, Beijing Institute of Technology – sequence: 5 givenname: Weijia surname: Wen fullname: Wen, Weijia organization: Department of Physics, The Hong Kong University of Science and Technology, Clear Water Bay – sequence: 6 givenname: Mo-Lin surname: Ge fullname: Ge, Mo-Lin organization: Theoretical Physics Division, Chern Institute of Mathematics, Nankai University, School of Physics, Beijing Institute of Technology |
| BackLink | https://www.ncbi.nlm.nih.gov/pubmed/26329928$$D View this record in MEDLINE/PubMed |
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| CitedBy_id | crossref_primary_10_1088_2040_8986_ab146f crossref_primary_10_1016_j_jqsrt_2015_12_007 crossref_primary_10_1016_j_physleta_2016_05_050 crossref_primary_10_1088_2040_8978_18_8_085603 crossref_primary_10_1103_PhysRevA_106_042205 crossref_primary_10_1016_j_cjph_2021_07_017 crossref_primary_10_1103_PhysRevResearch_5_023162 crossref_primary_10_1088_1367_2630_aaaa44 crossref_primary_10_1103_PhysRevB_98_075203 crossref_primary_10_1103_PhysRevD_95_036002 crossref_primary_10_1016_j_physleta_2016_09_014 crossref_primary_10_1103_PhysRevB_104_235126 |
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| Snippet | Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking and simulate... Light traveling in time-dependent media has many extraordinary properties which can be utilized to convert frequency, achieve temporal cloaking, and simulate... |
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| SubjectTerms | 639/301/119/997 639/624/400/1101 Birefringence Humanities and Social Sciences Interfaces Light Magnetic fields Media multidisciplinary Optics Physics Polarization Refraction Science Symmetry |
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| Title | Time Circular Birefringence in Time-Dependent Magnetoelectric Media |
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