The Influence of Nonlinear Modal Propagation Analysis on MMI Power Splitters for Miniaturization

被引:2
|
作者
Tajaldini, M. [1 ]
Jafri, M. Z. Mat [1 ]
机构
[1] Univ Sains Malaysia, Sch Phys, George Town 11800, Malaysia
来源
MODELING ASPECTS IN OPTICAL METROLOGY IV | 2013年 / 8789卷
关键词
Power splitter; Multimode interference waveguide; Kerr nonlinear effect; Modal propagation analysis; self-imaging;
D O I
10.1117/12.2021558
中图分类号
TH742 [显微镜];
学科分类号
摘要
This study investigates a method to access the power splitting performances of multimode interference waveguides based on analytical nonlinear modal propagation analysis method in the presence of the Kerr nonlinear effect for device miniaturization. Nonlinear multimode interference waveguide has been already reported in a few work based on beam propagation analysis (BPM) for make a special path with intense input for switching purposes. BPM method does not seem a capable method for study the multimode waveguide performance in small lengths. Therefore, we established the nonlinear modal propagation analysis on the way that is determined based on the propagation of all nonlinear guided modes throughout the medium whereas this shows the amplitude and phase changes of the guided modes. In fact mentioned change lead to induction of nonlinearity on original guided modes and make them nonlinear. In this paper, the nonlinear guided modes which are excitedfrom input beam are measured with solve the nonlinear differential equation. Intensity distribution among the multimode waveguide as a simulation tool assist us to show the possibility to access to 1xN power splitters whereas they operate on small lengths in comparison with past reports in linear regimes. In fact the formation of parallel self-images determined the outputs for splitter and the resolution and contrast of image show the uniformity and insertion loss that result demonstrate desirable uniformity and insertion loss so that miniaturization does not decrease the performance. Also the simulation result shows proposed active device is more sensitive to the input intensity. This sensitive can be a foundation for propose an arbitrary power splitter ratio devices.
引用
收藏
页数:4
相关论文
共 50 条
  • [21] FDTD analysis of PBG waveguides, power splitters and switches
    Ziolkowski, RW
    Tanaka, M
    OPTICAL AND QUANTUM ELECTRONICS, 1999, 31 (9-10) : 843 - 855
  • [22] FDTD analysis of PBG waveguides, power splitters and switches
    Ziolkowski, Richard W.
    Tanaka, Masahiro
    Optical and Quantum Electronics, 1999, 31 (09): : 843 - 855
  • [23] Nonlinear system and modal analysis
    Szöke, D
    PROCEEDINGS OF THE 5TH MINI CONFERENCE ON VEHICLE SYSTEM DYNAMICS, IDENTIFICATION AND ANOMALIES, 1996, : 531 - 536
  • [24] A bilinear analysis technique for detection and quantification of nonlinear modal interaction in power systems
    Arroyo, J.
    Barocio, E.
    Betancourt, R.
    Messina, A. R.
    2006 POWER ENGINEERING SOCIETY GENERAL MEETING, VOLS 1-9, 2006, : 733 - +
  • [25] On Propagation of Uncertainties through the Measurement Models of Two Calibration Methods for Microwave Power Splitters
    Lai, H. W.
    Tsui, C. M.
    Yang, S. L.
    Ma, C. K.
    2020 CONFERENCE ON PRECISION ELECTROMAGNETIC MEASUREMENTS (CPEM), 2020,
  • [26] Modal Propagation Characteristics of Underground Power Cable Systems
    Papadopoulos, T. A.
    Tsiamitros, D. A.
    Papagiannis, G. K.
    UPEC: 2009 44TH INTERNATIONAL UNIVERSITIES POWER ENGINEERING CONFERENCE, 2009, : 815 - 819
  • [27] Nonlinear Dynamic Analysis of MEMS Switches by Nonlinear Modal Analysis
    W. C. Xie
    H. P. Lee
    S. P. Lim
    Nonlinear Dynamics, 2003, 31 : 243 - 256
  • [28] Nonlinear dynamic analysis of MEMS switches by nonlinear modal analysis
    Xie, WC
    Lee, HP
    Lim, SP
    NONLINEAR DYNAMICS, 2003, 31 (03) : 243 - 256
  • [29] MODAL ANALYSIS OF POWER TILTING
    ROHR, PC
    BECKER, M
    TRANSACTIONS OF THE AMERICAN NUCLEAR SOCIETY, 1968, 11 (01): : 169 - &
  • [30] Power System Nonlinear Modal Analysis Using Computationally Reduced Normal Form Method
    Ugwuanyi, Nnaemeka Sunday
    Kestelyn, Xavier
    Marinescu, Bogdan
    Thomas, Olivier
    ENERGIES, 2020, 13 (05)