HeXLN, the first 2D nonlinear photonic crystal
HeXLN, the first 2D nonlinear photonic crystal
Linear photonic crystals are crystal in which the linear susceptibility of the material (χ1 or the index of refraction, n) is varied periodically. This periodic variation means that the modes of propagation for certain wavelength are strongly influenced by the structure. One example is a fibre Bragg grating, where the Bragg resonance reflects light within the bandwidth. The resonance condition in the crystals is often expressed in terms of k-space, where the k vector of the light must match a reciprocal lattice vector of the structure.
Offerhaus, H.L.
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Broderick, N.G.R.
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Ross, G.W.
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Richardson, D.J.
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Hanna, D.C.
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1999
Offerhaus, H.L.
75130d34-dbad-4f37-bbd4-08fa7c0f9d4b
Broderick, N.G.R.
4cfa2c7c-097a-48d6-b221-4e92ad1c6aea
Ross, G.W.
e881119e-2126-442e-a24d-506dac48a4a4
Richardson, D.J.
ebfe1ff9-d0c2-4e52-b7ae-c1b13bccdef3
Hanna, D.C.
3da5a5b4-71c2-4441-bb67-21f0d28a187d
Offerhaus, H.L., Broderick, N.G.R., Ross, G.W., Richardson, D.J. and Hanna, D.C.
(1999)
HeXLN, the first 2D nonlinear photonic crystal.
Section Atomic, Molecular, and Optical Physics (NNV), Lunteren, Netherlands.
11 - 12 Nov 1999.
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Conference or Workshop Item
(Paper)
Abstract
Linear photonic crystals are crystal in which the linear susceptibility of the material (χ1 or the index of refraction, n) is varied periodically. This periodic variation means that the modes of propagation for certain wavelength are strongly influenced by the structure. One example is a fibre Bragg grating, where the Bragg resonance reflects light within the bandwidth. The resonance condition in the crystals is often expressed in terms of k-space, where the k vector of the light must match a reciprocal lattice vector of the structure.
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1893
- Author's Original
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Published date: 1999
Venue - Dates:
Section Atomic, Molecular, and Optical Physics (NNV), Lunteren, Netherlands, 1999-11-11 - 1999-11-12
Identifiers
Local EPrints ID: 76500
URI: http://eprints.soton.ac.uk/id/eprint/76500
PURE UUID: 0ceda169-bc06-4844-8541-c76e7adbd8bd
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Date deposited: 11 Mar 2010
Last modified: 14 Mar 2024 02:34
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Contributors
Author:
H.L. Offerhaus
Author:
N.G.R. Broderick
Author:
G.W. Ross
Author:
D.C. Hanna
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