Rigorous modal theory for perfectly conducting lamellar gratings

J. Michael Miller; Jari Turunen; Mohammad Reza Taghizadeh; Anili Vasara; Eero Noponen

Rigorous modal theory for perfectly conducting lamellar gratings

J. Michael Miller
, Jari Turunen
, Mohammad Reza Taghizadeh
, Anili Vasara
, Eero Noponen

Research output: Contribution to journal › Article › peer-review

Abstract

Dielectric lamellar transmission gratings with several grooves in a period have become well established as array generators in free-space digital optical systems. The performance of these elements as they enter the local resonance domain has previously been analyzed. A modal algorithm is developed for perfectly conducting Dammmann gratings. The method is first applied to the abalysis of the scalar theoretic designs in a local resonance domain. Reflective resonance domain Dammann gratings are then designed, and their sensitivity to errors in fabrication and reconstruction is analyzed.

Original language	English
Pages (from-to)	99-102
Number of pages	4
Journal	IEE Conference Publication
Issue number	342
Publication status	Published - 1991
Event	3rd International Conference on Holographic Systems, Components and Applications - Edinburgh, Scotl Duration: 16 Sept 1991 → 18 Sept 1991

Cite this

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title = "Rigorous modal theory for perfectly conducting lamellar gratings",

abstract = "Dielectric lamellar transmission gratings with several grooves in a period have become well established as array generators in free-space digital optical systems. The performance of these elements as they enter the local resonance domain has previously been analyzed. A modal algorithm is developed for perfectly conducting Dammmann gratings. The method is first applied to the abalysis of the scalar theoretic designs in a local resonance domain. Reflective resonance domain Dammann gratings are then designed, and their sensitivity to errors in fabrication and reconstruction is analyzed.",

author = "Miller, \{J. Michael\} and Jari Turunen and Taghizadeh, \{Mohammad Reza\} and Anili Vasara and Eero Noponen",

year = "1991",

language = "English",

pages = "99--102",

journal = "IEE Conference Publication",

publisher = "Institution of Engineering and Technology",

number = "342",

note = "3rd International Conference on Holographic Systems, Components and Applications ; Conference date: 16-09-1991 Through 18-09-1991",

}

TY - JOUR

T1 - Rigorous modal theory for perfectly conducting lamellar gratings

AU - Miller, J. Michael

AU - Turunen, Jari

AU - Taghizadeh, Mohammad Reza

AU - Vasara, Anili

AU - Noponen, Eero

PY - 1991

Y1 - 1991

N2 - Dielectric lamellar transmission gratings with several grooves in a period have become well established as array generators in free-space digital optical systems. The performance of these elements as they enter the local resonance domain has previously been analyzed. A modal algorithm is developed for perfectly conducting Dammmann gratings. The method is first applied to the abalysis of the scalar theoretic designs in a local resonance domain. Reflective resonance domain Dammann gratings are then designed, and their sensitivity to errors in fabrication and reconstruction is analyzed.

AB - Dielectric lamellar transmission gratings with several grooves in a period have become well established as array generators in free-space digital optical systems. The performance of these elements as they enter the local resonance domain has previously been analyzed. A modal algorithm is developed for perfectly conducting Dammmann gratings. The method is first applied to the abalysis of the scalar theoretic designs in a local resonance domain. Reflective resonance domain Dammann gratings are then designed, and their sensitivity to errors in fabrication and reconstruction is analyzed.

UR - https://www.scopus.com/pages/publications/0026391077

M3 - Article

SP - 99

EP - 102

JO - IEE Conference Publication

JF - IEE Conference Publication

IS - 342

T2 - 3rd International Conference on Holographic Systems, Components and Applications

Y2 - 16 September 1991 through 18 September 1991

ER -

Rigorous modal theory for perfectly conducting lamellar gratings

Abstract

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