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Tunable Omnidirectional Band Gap Properties of 1D Plasma Annular Periodic Multilayer Structure Based on an Improved Fibonacci Topological Structure

机译：基于改进的Fibonacci拓扑结构的1D等离子体环形周期性多层结构可调整向带隙特性

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Hong-Mei Peng; Bao-Fei Wan; Peng-Xiang Wang; Dan Zhang; Hai-Feng Zhang;
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年度 2021
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1. Tunable omnidirectional band gap properties of 1D plasma annular periodic multilayer structure based on an improved Fibonacci topological structure [J] . Hong-Mei Peng, Bao-Fei Wan, Peng-Xiang Wang, Optical and quantum electronics . 2021,第5期

机译：基于改进的斐波纳契拓扑结构的1D等离子体环形周期性多层结构可调整向性带隙特性
2. Tunable omnidirectional band gap and polarization splitting in one-dimensional magnetized plasma photonic crystals with a quasi-periodic topological structure [J] . Ma Yu, Zhang Haifeng, Hu CaiXing Journal of optics . 2020,第2期

机译：用准周期性拓扑结构在一维磁化等离子体光子晶体中调谐的全向带隙和极化分裂
3. Omnidirectional photonic band gap enlarged by one-dimensional ternary unmagnetized plasma photonic crystals based on a new Fibonacci quasiperiodic structure [J] . Zhang H.-F., Liu S.-B., Kong X.-K., Physics of plasmas . 2012,第11期

机译：基于新的斐波那契准周期结构的一维三元未磁化等离子体光子晶体扩大了全向光子带隙
4. Omnidirectional photonic band gaps enlarged by 1D plasma photonic crystals with quasi-periodic structures [C] . Xue Feng, Hai-Feng Zhang, Xiang-Kun Kong, Progress In Electromagnetic Research Symposium . 2016

机译：具有准周期结构的一维等离子体光子晶体扩大了全向光子带隙
5. Transmission properties of a high critical temperature superconductor-dielectric multilayer photonic band gap structure. [D] . Yaw, Richard Neil. 2002

机译：高临界温度超导体-电介质多层光子带隙结构的传输特性。
6. Tunable band-gap structure and gap solitons in the generalized Gross-Pitaevskii equation with a periodic potential [O] . Changming Huang, Liangwei Dong -1

机译：具有周期势的广义Gross-Pitaevskii方程中的可调谐带隙结构和带隙孤子
7. PROPERTIES OF OMNIDIRECTIONAL PHOTONIC BAND GAPS IN FIBONACCI QUASI-PERIODIC ONE- DIMENSIONAL SUPERCONDUCTOR PHOTONIC CRYS- TALS [O] . H. F. Zhang, S. B. Liu, X. K. Kong, 2014

机译：FIBONaCCI准周期一维超导光子晶体中全向光子带隙的特性

Tunable Omnidirectional Band Gap Properties of 1D Plasma Annular Periodic Multilayer Structure Based on an Improved Fibonacci Topological Structure

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