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PIER PIER B PIER C PIER M PIER Letters PIER Photonics
2010-04-19
Shift-Operator FDTD Method for Anisotropic Plasma in Kdb Coordinates System
By
Lai-Xuan Ma,

    Dr. Lai-Xuan Ma

    Radar Engineering Department

    Missile Institute of Air Force Engineering University

    China

    Homepage

Hou Zhang,

    Dr. Hou Zhang

    Electromagnetic and Microwave Technology

    Missile Institute of Air Force Engineering University

    China

    Homepage

Hong-Xing Zheng,

    Prof. Hong-Xing Zheng

    School of Electronics Engineering

    Tianjin University of Technology and Education

    P. R. China

    Homepage

Chen-Xin Zhang

    Dr. Chen-Xin Zhang

    Radar Engineering Department

    Missile Institute of Air Force Engineering University

    China

    Homepage

Progress In Electromagnetics Research M, Vol. 12, 51-65, 2010
doi:10.2528/PIERM09122901 | Google Scholar

Abstract
Electromagnetic (EM) problem model for anisotropic plasma in kDB coordinates system is set up. And the model includes almost all the respects of EM-problems for anisotropic plasma. Based on shift-operator finite difference time-domain (SO-FDTD) method, Maxwell equations and EM-field constitutive equations are solved and discrete difference scheme of each EM-field component is obtained. Then the propagation characteristics of eigen wave are expressed by the two components of electric displacement vector as well. Lastly, three typical examples are calculated by SO-FDTD method, and the results verify the effectiveness and exactness of SO-FDTD method in kDB coordinates system.
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Citation
Lai-Xuan Ma, Hou Zhang, Hong-Xing Zheng, and Chen-Xin Zhang, "Shift-Operator FDTD Method for Anisotropic Plasma in Kdb Coordinates System," Progress In Electromagnetics Research M, Vol. 12, 51-65, 2010.
doi:10.2528/PIERM09122901
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