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A new three-dimensional conical ground-plane cloak with homogeneous materials

A new three-dimensional conical ground-plane cloak with homogeneous materials
A new three-dimensional conical ground-plane cloak with homogeneous materials
A new three dimensional conical ground plane electromag- netic cloak is proposed and designed based on the coordinate transfor- mation of Maxwell's equations. Material parameters of the conical invisible cloak are derived which have simple form and lesser inhomo- geneity compared with other 3-dimensional cloaks. Because of conve- nient form of the constitutive tensors of the conical cloak, we propose a new strategy for homogeneous approximation of the materials of the cloaks. Numerical simulations confirm that approximation with eight slices, is more than enough and this cloak can hide any object on the ground as well as inhomogeneous ones.
1937-8726
91-104
Taravati, S.
0026f25d-c919-4273-b956-8fe9795b31ce
Abdolali, A.
879086af-c186-4dc8-89d3-67bddb00c392
Taravati, S.
0026f25d-c919-4273-b956-8fe9795b31ce
Abdolali, A.
879086af-c186-4dc8-89d3-67bddb00c392

Taravati, S. and Abdolali, A. (2011) A new three-dimensional conical ground-plane cloak with homogeneous materials. Progress In Electromagnetics Research M, 19, 91-104. (doi:10.2528/PIERM11051004).

Record type: Article

Abstract

A new three dimensional conical ground plane electromag- netic cloak is proposed and designed based on the coordinate transfor- mation of Maxwell's equations. Material parameters of the conical invisible cloak are derived which have simple form and lesser inhomo- geneity compared with other 3-dimensional cloaks. Because of conve- nient form of the constitutive tensors of the conical cloak, we propose a new strategy for homogeneous approximation of the materials of the cloaks. Numerical simulations confirm that approximation with eight slices, is more than enough and this cloak can hide any object on the ground as well as inhomogeneous ones.

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Published date: 2011

Identifiers

Local EPrints ID: 482579
URI: http://eprints.soton.ac.uk/id/eprint/482579
ISSN: 1937-8726
PURE UUID: 6343d5c2-8332-4710-b8a6-e508a1b3c751
ORCID for S. Taravati: ORCID iD orcid.org/0000-0003-3992-0050

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Date deposited: 10 Oct 2023 16:59
Last modified: 21 May 2024 02:07

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Contributors

Author: S. Taravati ORCID iD
Author: A. Abdolali

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