Intrinsic attenuation in multi-mode fiber interconnects

S.J. Floris; B.P. Hon, de; T. Bolhaar

Intrinsic attenuation in multi-mode fiber interconnects

S.J. Floris
, B.P. Hon, de
, T. Bolhaar

Onderzoeksoutput: Hoofdstuk in Boek/Rapport/Congresprocedure › Conferentiebijdrage › Academic › peer review

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A Wilson basis is an ingenious modification of a Gabor frame, with basis functions that have a notionally compact support in phase space. We shall give a short description of an algorithm for the construction of a Wilson basis. Through spatial scaling of the Wilson basis relative to a higher-order LP-mode, the basis may appear to vary from effectively local to effectively global. For mode-matching purposes local is advantageous. However, the field expansion requires fewer coefficients in the more global basis.

Originele taal-2	Engels
Titel	Proceedings of the 61st International Cable Connectivity Symposium (IWCS), November 11-14, 2012, Providence, RI, USA
Uitgeverij	IWCS
Pagina's	829-832
Status	Gepubliceerd - 2012

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title = "Intrinsic attenuation in multi-mode fiber interconnects",

abstract = "A Wilson basis is an ingenious modification of a Gabor frame, with basis functions that have a notionally compact support in phase space. We shall give a short description of an algorithm for the construction of a Wilson basis. Through spatial scaling of the Wilson basis relative to a higher-order LP-mode, the basis may appear to vary from effectively local to effectively global. For mode-matching purposes local is advantageous. However, the field expansion requires fewer coefficients in the more global basis.",

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AU - Floris, S.J.

AU - Hon, de, B.P.

AU - Bolhaar, T.

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N2 - A Wilson basis is an ingenious modification of a Gabor frame, with basis functions that have a notionally compact support in phase space. We shall give a short description of an algorithm for the construction of a Wilson basis. Through spatial scaling of the Wilson basis relative to a higher-order LP-mode, the basis may appear to vary from effectively local to effectively global. For mode-matching purposes local is advantageous. However, the field expansion requires fewer coefficients in the more global basis.

AB - A Wilson basis is an ingenious modification of a Gabor frame, with basis functions that have a notionally compact support in phase space. We shall give a short description of an algorithm for the construction of a Wilson basis. Through spatial scaling of the Wilson basis relative to a higher-order LP-mode, the basis may appear to vary from effectively local to effectively global. For mode-matching purposes local is advantageous. However, the field expansion requires fewer coefficients in the more global basis.

M3 - Conference contribution

SP - 829

EP - 832

BT - Proceedings of the 61st International Cable Connectivity Symposium (IWCS), November 11-14, 2012, Providence, RI, USA

PB - IWCS

ER -

Intrinsic attenuation in multi-mode fiber interconnects

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