Propagation of Space-Wavepackets in one Dimensional Nonlinear and Nonhomogeneus Structures

Please enable javascript in your browser.

Alishahi, Fatemeh | 2009

503 Viewed

Type of Document: M.Sc. Thesis
Language: Farsi
Document No: 39468 (05)
University: Sharif University of Technology
Department: Electrical Engineering
Advisor(s): Mehrany, Khashayar
Abstract:
Semi-analytical solutions for the nonlinear, one dimensional wave equation have been investigated. The aim of this procedure is to deliver fast and yet accurate approaches for solving the abovementioned equasions. These solutions make a good alternative for full-numerical methods, which are usually time consuming and combersome. Therefore the proposed methods may find complete priority, considering design goals. Lack of a fast numerical method for solving the nonlinear, steady state cases, make the proposed approaches relevant, dealing theses problems. By employing the presented methods, It is possible to effieciently simulate the behavior of the space-wave packet, incident on the nonlinear interfaces. Therefore problems of this kind have been investigated in detail. Goos-Hanchen shift, which could be implemented to realize several optical signal processing instruments, is of great interest
Keywords:
Transfer Matrix ; Optical Bistability ; Irregular Structures ; Space Wave Packets