Theoretical analysis of modes in isotropic metamaterials cylindrical waveguide

The modes are arrangements of Maxwell’s conditions relying upon limit states of the waveguide(cylindrical waveguide n = n1 for core and n = n2 for cladding). In this paper, qualities of barrel shaped waveguides with metamaterials are contemplated. Likewise, just because, half breed modes are examine...

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Bibliographic Details
Main Authors: Ghafel, Sukaina Tuama, Salih, Abdul-Kareem Mahdi, Yasser, Hassan Abid
Format: Conference Proceeding
Language:English
Subjects:
Crossovers
Limit states
Metamaterials
Waveguides
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Summary:The modes are arrangements of Maxwell’s conditions relying upon limit states of the waveguide(cylindrical waveguide n = n1 for core and n = n2 for cladding). In this paper, qualities of barrel shaped waveguides with metamaterials are contemplated. Likewise, just because, half breed modes are examined, and a few new ends in cross breed mode conduct are drawn. Especially, conditions under which the crossover mode isolates into the transverse electric and transverse attractive (n=0) modes are acquired. For incredibly isotropic round and hollow waveguide where the permittivity in medium (1) is negative while the penetrability in medium (2) is negative. At some random recurrence the waveguide bolsters an unending number of eigen-modes.
ISSN:0094-243X
1551-7616
DOI:10.1063/5.0000375