Magneto-Optical Materials for Photonics and Recording: Volume 834 (MRS Proceedings) » holypet.ru

Magneto-optical materials for photonics and recording.

Cambridge Core - MRS Online Proceedings Library OPL - Volume 834 - Skip to main content Accessibility help We use cookies to distinguish you from other users and to provide you with a better experience on our websites. Dec 02, 2004 · Get this from a library! Magneto-optical materials for photonics and recording: symposium held November 29-December 2, 2004, Boston, Massachusetts, U.S.A. [Koji Ando; Materials Research Society. Fall Meeting Symposium J.;]. Magneto-optical materials for photonics and recording. Warrendale, Pa.: Materials Research Society, ©2005 OCoLC607155248 Online version: Magneto-optical materials for photonics and recording. Warrendale, Pa.: Materials Research Society, ©2005 OCoLC608629439: Material Type: Conference publication, Internet resource: Document Type.

Volume 834 Symposium J – Magneto-Optical Materials for Photonics and Recording 2004, J1.7 Photonic Crystal Ridge Waveguides on Magnetic Garnet Films R. Li a1, X. Huang a2, M. Levy a2 and H. C. Yang.</plaintext> Feb 01, 2011 · Volume 834 Symposium J – Magneto-Optical Materials for Photonics and Recording 2004, J1.8 Artificially Induced Perturbations in Chirped Magneto-Optical Bragg Gratings Fredrik Jonsson a1 and Christos Flytzanis a2. Volume 834 Symposium J – Magneto-Optical Materials for Photonics and Recording 2004, J6.2 Growth and Characterization of Magnetooptic Garnet Films with Planar Uniaxial Anisotropy Vincent J. Fratelloa1, Irina Mnushkinaa1, Steven J. Lichta1and Robert R. Abbotta1. 2005 English In: Magneto-Optical Materials For Photonics and Recording / [ed] Ando, K; Challener, W; Gambino, R; Levy, M, WARRENDALE: MATERIALS RESEARCH SOCIETY, 2005, Vol. 834, p. 47-52 Conference paper, Published paper Refereed Abstract [en] Epitaxial La3Ga5O12 LGG garnet films and Bi3Fe5O12/La3Ga5O12 BIG/LGG heteroepitaxial structures have been synthesized on.</p><img 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alt="Magneto-Optical Materials for Photonics and Recording: Volume 834 (MRS Proceedings)" title="Magneto-Optical Materials for Photonics and Recording: Volume 834 (MRS Proceedings)" width="479"/> <p>Volume 834 Symposium J – Magneto-Optical Materials for Photonics and Recording 2004, J2.2 YIG Thin Film-Based Two-Dimensional Magnonic and Magneto-Photonic Crystals S.A. Nikitov a1, C.S. Tsai a2, Yu.V. Gulyaev a1, Yu.A. Filimonov a1, A.I. Volkov a1, S.L. Vysotskii a1 and Ph. 2005 English In: Magneto-Optical Materials For Photonics and Recording / [ed] Ando, K; Challener, W; Gambino, R; Levy, M, WARRENDALE: MATERIALS RESEARCH SOCIETY, 2005, Vol. 834, p. 35-46 Conference paper, Published paper Refereed Abstract [en] We present spectra of transmittance, reflectance, and Faraday rotation of transmitted and reflected light for a periodic garnet multilayer.</p> <h2>New garnet films for magneto-optical photonic crystals.</h2> <p>IEEE Photonics Journal Integrated Magneto-Optical Materials and Isolators Vol. 6, No. 1, February 2014 0600215 [125] M. C. Onbasli, T. Goto, D. H. Kim, L. Bi, and C. Ross, B Integration of magneto. The symposium aims to discuss on the recent advances on novel materials for integrated optics. That includes a large variety of materials: oxides, chalcogenides, polymers, Diamond, 0D, 1D and 2D nanomaterials and their monolithic or hybrid integrations with more standard photonics platforms Si, Ge, III-V.ScopePhotonics is one of the key enabling technologies with a broad scope of. Apr 14, 2014 · In this work, we have reported a theoretical study of a magnetic photonic crystal waveguide also called a magneto photonic crystal waveguide. This structure is formed by a trian.</p> <p>Jan 01, 2014 · Published by Elsevier Ltd. Selection and/or peer-review under responsibility of the scientific committee of Symposium [Symposium T: Advanced Magnetic Materials & Their Applications]. – ICMAT. doi: 10.1016/j.proeng.2013.09.248 ScienceDirect MRS Singapore - ICMAT Symposia Proceedings Recent developments in magneto-optic garnet-type thin. 5 Magneto-Optical Thin Film Recording Materials in Practice Charles Brucker 1.0 INTRODUCTION At the heart of the magneto-optical MO disk is a thin film layer stack that gives the storage medium its name, many of its attributes, and some of its shortcomings. Optical Materials for Photonics and Recording, MRS Symposia Proceed- ings No. 834 共 Materials Research Society, W arrendale, P A, 2005 兲,p.2 2 9. 8 R. Wolfe, V. Volume 96, Issue 5 > 10.1063/1.3309715 Prev Next. Published Online: 05 February 2010. Magneto-Optical Materials for Photonics and Recording, MRS Symposia Proceedings No. 834 Materials Research Society, Warrendale, PA, 2005, p. 229. Fredrik Jonsson and Christos Flytzanis, Artificially induced perturbations in chirped magneto-optical Bragg gratings, in Magneto-Optical Materials for Photonics and Recording, edited by Koji Ando, William Challener, Richard Gambino, and Miguel Levy Mater. Res. Soc. Symp. Proc. 834.</p> <p>Ghemes, Adrian, Oana Dragos-Pinzaru, Horia Chiriac, Nicoleta Lupu, Marian Grigoras, Daniel Shore, Bethanie Stadler, and Ibro Tabakovic. "Controlled Electrodeposition and Magnetic Properties of Co35Fe65 Nanowires with High Saturation Magnetization.". Apr 01, 2014 · Volume 12, Issue 2, April 2014, Pages 144-151. 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