Exceptional Points through Variation of Distances between Four Coaxial Dielectric Disks
By variation of a refractive index and aspect ratio of the isolated disk, we achieved exceptional points (EPs) at which the resonant frequencies and resonant modes coalesce. However, in practice, that kind of variation presents a technological problem. We considered the method to avoid the problem b...
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2021
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oai:doaj.org-article:5955b71542974b91b2b0d4fd4e58e8672021-11-25T18:42:56ZExceptional Points through Variation of Distances between Four Coaxial Dielectric Disks10.3390/photonics81104602304-6732https://doaj.org/article/5955b71542974b91b2b0d4fd4e58e8672021-10-01T00:00:00Zhttps://www.mdpi.com/2304-6732/8/11/460https://doaj.org/toc/2304-6732By variation of a refractive index and aspect ratio of the isolated disk, we achieved exceptional points (EPs) at which the resonant frequencies and resonant modes coalesce. However, in practice, that kind of variation presents a technological problem. We considered the method to avoid the problem by substitution of two disk’s dimers. In each dimer, variation of the distance between disks was equivalent to a variation of the aspect ratio of the dimer. Moreover, the variation of the distance between dimers provides the second parameter that gives rise to a vast number of EPs. We recovered the initial resonant eigenmode by encircling multiple EPs two, three, and four times in the two-dimensional parametric space of distances.Konstantin PichuginAlmas SadreevEvgeny BulgakovMDPI AGarticleresonant eigenmodesmultiple exceptional pointsencircling of exceptional pointsApplied optics. PhotonicsTA1501-1820ENPhotonics, Vol 8, Iss 460, p 460 (2021) |
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resonant eigenmodes multiple exceptional points encircling of exceptional points Applied optics. Photonics TA1501-1820 |
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resonant eigenmodes multiple exceptional points encircling of exceptional points Applied optics. Photonics TA1501-1820 Konstantin Pichugin Almas Sadreev Evgeny Bulgakov Exceptional Points through Variation of Distances between Four Coaxial Dielectric Disks |
description |
By variation of a refractive index and aspect ratio of the isolated disk, we achieved exceptional points (EPs) at which the resonant frequencies and resonant modes coalesce. However, in practice, that kind of variation presents a technological problem. We considered the method to avoid the problem by substitution of two disk’s dimers. In each dimer, variation of the distance between disks was equivalent to a variation of the aspect ratio of the dimer. Moreover, the variation of the distance between dimers provides the second parameter that gives rise to a vast number of EPs. We recovered the initial resonant eigenmode by encircling multiple EPs two, three, and four times in the two-dimensional parametric space of distances. |
format |
article |
author |
Konstantin Pichugin Almas Sadreev Evgeny Bulgakov |
author_facet |
Konstantin Pichugin Almas Sadreev Evgeny Bulgakov |
author_sort |
Konstantin Pichugin |
title |
Exceptional Points through Variation of Distances between Four Coaxial Dielectric Disks |
title_short |
Exceptional Points through Variation of Distances between Four Coaxial Dielectric Disks |
title_full |
Exceptional Points through Variation of Distances between Four Coaxial Dielectric Disks |
title_fullStr |
Exceptional Points through Variation of Distances between Four Coaxial Dielectric Disks |
title_full_unstemmed |
Exceptional Points through Variation of Distances between Four Coaxial Dielectric Disks |
title_sort |
exceptional points through variation of distances between four coaxial dielectric disks |
publisher |
MDPI AG |
publishDate |
2021 |
url |
https://doaj.org/article/5955b71542974b91b2b0d4fd4e58e867 |
work_keys_str_mv |
AT konstantinpichugin exceptionalpointsthroughvariationofdistancesbetweenfourcoaxialdielectricdisks AT almassadreev exceptionalpointsthroughvariationofdistancesbetweenfourcoaxialdielectricdisks AT evgenybulgakov exceptionalpointsthroughvariationofdistancesbetweenfourcoaxialdielectricdisks |
_version_ |
1718410772795621376 |