Inverse Problem Techniques for the Design of Photonic Crystals(<Special Section>Photonic Crystals and Their Device Applications)

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概要

• 論文の詳細を見る

• This paper provides a review on the optimal design of photonic bandgap structures by inverse problem techniques. An overview of inverse problems techniques is given, with a special focus on topology design methods. A review of first applications of inverse problems techniques to photonic bandgap structures and waveguides is given, as well as some model problems, which provide a deeper insight into the structure of the optimal design problems.

• 社団法人電子情報通信学会の論文
• 2004-03-01

著者

• Osher Stanley

  Department Of Mathematics Ucla

• Osher Stanley

  Department Of Mahtematics University Of California Los Angels

• Burger Martin

  Department Of Mathematics Ucla:industrial Mathematics Institute Johannes Kepler University

• YABLONOVITCH Eli

  Department of Electrical Engineering, UCLA

• Yablonovitch Eli

  Department Of Electrical Engineering Ucla

関連論文

• Numerical Methods for Computing Discontinuous Solutions of a Class of Hamilton-Jacobi Equations Using a Level Set Method (Free Boundary Problems)
• Inverse Problem Techniques for the Design of Photonic Crystals(Photonic Crystals and Their Device Applications)

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