Reversed phase propagation for hyperbolic surface waves

Taavi Repän; Andrey Novitsky; Morten Willatzen; Andrei Lavrinenko

Reversed phase propagation for hyperbolic surface waves

Taavi Repän, Andrey Novitsky, Morten Willatzen, Andrei Lavrinenko

Research output: Chapter in Book/Report/Conference proceeding › Article in proceedings › Research › peer-review

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Abstract

Magnetic properties can be used to control phase propagation in hyperbolic metamaterials. However, in the
visible spectrum magnetic properties are difficult to obtain. We discuss hyperbolic surface waves allowing for
a similar control over phase, achieved without magnetic properties.

Original language	English
Title of host publication	Proceedings of XXVI International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling.
Publisher	TU Dortmund University
Publication date	2018
Pages	56-56
ISBN (Print)	978-3-921823-98-9
Publication status	Published - 2018
Event	26th International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling - Hof Haulle, Bad Sassendorf, Germany Duration: 13 Apr 2018 → 14 Apr 2018

Conference

Conference	26th International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling
Location	Hof Haulle
Country/Territory	Germany
City	Bad Sassendorf
Period	13/04/2018 → 14/04/2018

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@inproceedings{ab0a6f3d506a40359d12229dc5dca0f6,

title = "Reversed phase propagation for hyperbolic surface waves",

abstract = "Magnetic properties can be used to control phase propagation in hyperbolic metamaterials. However, in thevisible spectrum magnetic properties are difficult to obtain. We discuss hyperbolic surface waves allowing fora similar control over phase, achieved without magnetic properties.",

author = "Taavi Rep{\"a}n and Andrey Novitsky and Morten Willatzen and Andrei Lavrinenko",

year = "2018",

language = "English",

isbn = "978-3-921823-98-9",

pages = "56--56",

booktitle = "Proceedings of XXVI International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling.",

publisher = "TU Dortmund University",

note = "26th International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling, OWTNM 2018 ; Conference date: 13-04-2018 Through 14-04-2018",

}

Repän, T, Novitsky, A, Willatzen, M & Lavrinenko, A 2018, Reversed phase propagation for hyperbolic surface waves. in Proceedings of XXVI International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling.. TU Dortmund University, pp. 56-56, 26th International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling, Bad Sassendorf, Germany, 13/04/2018.

Reversed phase propagation for hyperbolic surface waves. / Repän, Taavi; Novitsky, Andrey; Willatzen, Morten et al.
Proceedings of XXVI International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling.. TU Dortmund University, 2018. p. 56-56.

Research output: Chapter in Book/Report/Conference proceeding › Article in proceedings › Research › peer-review

TY - GEN

T1 - Reversed phase propagation for hyperbolic surface waves

AU - Repän, Taavi

AU - Novitsky, Andrey

AU - Willatzen, Morten

AU - Lavrinenko, Andrei

PY - 2018

Y1 - 2018

N2 - Magnetic properties can be used to control phase propagation in hyperbolic metamaterials. However, in thevisible spectrum magnetic properties are difficult to obtain. We discuss hyperbolic surface waves allowing fora similar control over phase, achieved without magnetic properties.

AB - Magnetic properties can be used to control phase propagation in hyperbolic metamaterials. However, in thevisible spectrum magnetic properties are difficult to obtain. We discuss hyperbolic surface waves allowing fora similar control over phase, achieved without magnetic properties.

M3 - Article in proceedings

SN - 978-3-921823-98-9

SP - 56

EP - 56

BT - Proceedings of XXVI International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling.

PB - TU Dortmund University

T2 - 26th International Workshop on Optical Wave & Waveguide Theory and Numerical Modelling

Y2 - 13 April 2018 through 14 April 2018

ER -

Reversed phase propagation for hyperbolic surface waves

Abstract

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