Generation of Giant Magnetic Fields in a Hollow Mesoscale Sphere; JETP Letters; Vol. 118, iss. 3

Opis bibliograficzny
Parent link:JETP Letters.— .— New York: Pleiades Publishing, Inc.
Vol. 118, iss. 3.— 2023.— P. 201-207
1. autor: Minin O. V. Oleg Vladilenovich
Kolejni autorzy: Song Zho, Minin I. V. Igor Vladilenovich
Streszczenie:Title screen
The superresonance effect for a hollow dielectric sphere is numerically simulated with the Mie theory. It is shown for the first time that weakly dissipative mesoscale spheres with an air-filled cavity exhibit a high-order Fano resonance related to internal Mie modes. Superresonance in a hollow sphere is achieved by the accurate choice of the cavity radius, while for a monolithic dielectric sphere, it is ensured by the accurate choice of the outer diameter of the particle under study. In this case, the relative intensities of the resonance peaks in the optical range for both magnetic and electric fields near the sphere poles can have enormous values of 106−107, if the magnetic field magnitude exceeds that of the electric field by a factor larger than 15 for the hollow sphere with a Mie size parameter about 40
Текстовый файл
AM_Agreement
Język:angielski
Wydane: 2023
Hasła przedmiotowe:
Dostęp online:https://doi.org/10.1134/S0021364023602038
Статья на русском языке
Format: Elektroniczne Rozdział
KOHA link:https://koha.lib.tpu.ru/cgi-bin/koha/opac-detail.pl?biblionumber=684742

MARC

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330 |a The superresonance effect for a hollow dielectric sphere is numerically simulated with the Mie theory. It is shown for the first time that weakly dissipative mesoscale spheres with an air-filled cavity exhibit a high-order Fano resonance related to internal Mie modes. Superresonance in a hollow sphere is achieved by the accurate choice of the cavity radius, while for a monolithic dielectric sphere, it is ensured by the accurate choice of the outer diameter of the particle under study. In this case, the relative intensities of the resonance peaks in the optical range for both magnetic and electric fields near the sphere poles can have enormous values of 106−107, if the magnetic field magnitude exceeds that of the electric field by a factor larger than 15 for the hollow sphere with a Mie size parameter about 40 
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