Staff View: Full wave analysis of a superconducting stripline with large width-to-separation ratio

Full wave analysis of a superconducting stripline with large width-to-separation ratio

This paper presents a full-wave analysis on the wave propagating in a superconducting stripline with a large width-to-separation ratio. A set of transcendental equation is derived, by matching the ratio of the tangential electric and magnetic fields, respectively, with the surface impedance of the s...

Full description

Saved in:

Bibliographic Details
Main Authors:	Yeap K.H., Tham C.Y., Yeong K.C., Woo H.J., Chong K.H.
Other Authors:	36024759100
Format:	Conference paper
Published:	2023
Subjects:	Attenuation constant Phase velocity Superconducting stripline Surface impedance Magnetic fields Strip telecommunication lines Analytical equations Attenuation constants Complex conductivity Electric and magnetic fields Full wave analysis Propagation constant Separation ratio Superconducting strips Surface impedances Transcendental equations Transmission line models Superconductivity
Tags:	Add Tag No Tags, Be the first to tag this record!

id	my.uniten.dspace-30762
record_format	dspace
spelling	my.uniten.dspace-307622023-12-29T15:52:47Z Full wave analysis of a superconducting stripline with large width-to-separation ratio Yeap K.H. Tham C.Y. Yeong K.C. Woo H.J. Chong K.H. 36024759100 7006081245 36024779300 52464951900 36994481200 Attenuation constant Phase velocity Superconducting stripline Surface impedance Magnetic fields Phase velocity Strip telecommunication lines Analytical equations Attenuation constants Complex conductivity Electric and magnetic fields Full wave analysis Propagation constant Separation ratio Superconducting stripline Superconducting strips Surface impedances Transcendental equations Transmission line models Superconductivity This paper presents a full-wave analysis on the wave propagating in a superconducting stripline with a large width-to-separation ratio. A set of transcendental equation is derived, by matching the ratio of the tangential electric and magnetic fields, respectively, with the surface impedance of the strip. The propagation constant can be obtained by substituting the complex conductivity of the superconducting strip into the equation and numerically solving for the root. We have computed the attenuation constant and phase velocity using our method and compared with the analytical equation formulated by Matick using the general transmission line model, which is applied by Kautz in a superconducting stripline. The results for both methods agree exceedingly well. �2009 IEEE. Final 2023-12-29T07:52:47Z 2023-12-29T07:52:47Z 2009 Conference paper 10.1109/SCORED.2009.5442946 2-s2.0-77952659805 https://www.scopus.com/inward/record.uri?eid=2-s2.0-77952659805&doi=10.1109%2fSCORED.2009.5442946&partnerID=40&md5=cc7571ab122ad314413525b54ba2af4f https://irepository.uniten.edu.my/handle/123456789/30762 5442946 520 522 Scopus
institution	Universiti Tenaga Nasional
building	UNITEN Library
collection	Institutional Repository
continent	Asia
country	Malaysia
content_provider	Universiti Tenaga Nasional
content_source	UNITEN Institutional Repository
url_provider	http://dspace.uniten.edu.my/
topic	Attenuation constant Phase velocity Superconducting stripline Surface impedance Magnetic fields Phase velocity Strip telecommunication lines Analytical equations Attenuation constants Complex conductivity Electric and magnetic fields Full wave analysis Propagation constant Separation ratio Superconducting stripline Superconducting strips Surface impedances Transcendental equations Transmission line models Superconductivity
spellingShingle	Attenuation constant Phase velocity Superconducting stripline Surface impedance Magnetic fields Phase velocity Strip telecommunication lines Analytical equations Attenuation constants Complex conductivity Electric and magnetic fields Full wave analysis Propagation constant Separation ratio Superconducting stripline Superconducting strips Surface impedances Transcendental equations Transmission line models Superconductivity Yeap K.H. Tham C.Y. Yeong K.C. Woo H.J. Chong K.H. Full wave analysis of a superconducting stripline with large width-to-separation ratio
description	This paper presents a full-wave analysis on the wave propagating in a superconducting stripline with a large width-to-separation ratio. A set of transcendental equation is derived, by matching the ratio of the tangential electric and magnetic fields, respectively, with the surface impedance of the strip. The propagation constant can be obtained by substituting the complex conductivity of the superconducting strip into the equation and numerically solving for the root. We have computed the attenuation constant and phase velocity using our method and compared with the analytical equation formulated by Matick using the general transmission line model, which is applied by Kautz in a superconducting stripline. The results for both methods agree exceedingly well. �2009 IEEE.
author2	36024759100
author_facet	36024759100 Yeap K.H. Tham C.Y. Yeong K.C. Woo H.J. Chong K.H.
format	Conference paper
author	Yeap K.H. Tham C.Y. Yeong K.C. Woo H.J. Chong K.H.
author_sort	Yeap K.H.
title	Full wave analysis of a superconducting stripline with large width-to-separation ratio
title_short	Full wave analysis of a superconducting stripline with large width-to-separation ratio
title_full	Full wave analysis of a superconducting stripline with large width-to-separation ratio
title_fullStr	Full wave analysis of a superconducting stripline with large width-to-separation ratio
title_full_unstemmed	Full wave analysis of a superconducting stripline with large width-to-separation ratio
title_sort	full wave analysis of a superconducting stripline with large width-to-separation ratio
publishDate	2023
_version_	1806424306734858240
score	13.235796

Full wave analysis of a superconducting stripline with large width-to-separation ratio

Similar Items