A high efficient SO-FDTD method for magnetized collisional plasma

References

• Naz , MY , Ghaffar , A , Rehman , NU , Naseer , S and Zakaullah , M . 2011 . Double and triple Langmuir probes measurements in inductively coupled nitrogen plasma . Progress In Electromagnetics Research , 114 : 113 – 128 .
   Google Scholar
• Pavelyer , AG , Liou , Y-A , Wickert , J , Zhang , K , Wang , C-S and Kuleshov , Y . 2010 . Analytical model of electromagnetic waves propagation and location of inclined plasma layers using occultation data . Progress In Electromagnetics Research , 106 : 177 – 202 .
   Google Scholar
• Mustafa , F and Hashim , AM . 2010 . Properties of electromagnetic fields and effective permittivity excited by drifting plasma waves in semiconductor-insulator interface structure and equivalent transmission line technique for multi-layered structure . Progress In Electromagnetics Research , 104 : 403 – 425 .
   Web of Science ®Google Scholar
• Shi , L , Guo , B , Liu , Y and Li , J . 2012 . Characteristic of plasma sheath channel and its effect on communication . Progress In Electromagnetics Research , 123 : 321 – 336 .
   Web of Science ®Google Scholar
• Naz , MY , Ghaffar , A , Rehman , NU , Azam , M , Shukrullah , S , Qayyum , A and Zakaullah , M . 2011 . Symmetric and asymmetric double langmuir probes characterization of radio frequency inductively coupled nitrogen plasma . Progress In Electromagnetics Research , 115 : 207 – 221 .
   Google Scholar
• Ye , Q and Lu , F . 2010 . The anisotropic cell model in the colloidal plasmas . Progress In Electromagnetics Research , 100 : 381 – 396 .
   Google Scholar
• Jandieri , GV , Ishimaru , A , Jandieri , V and Zhukova , NN . 2011 . Depolarization of metric radio signals and the spatial spectrum of scattered radiation by magnetized turbulent plasma slab . Progress In Electromagnetics Research , 112 : 63 – 75 .
   Google Scholar
• Shibayama , J . Jan. 2010 . A frequency-dependent LOD-FDTD method and its application to the analysis of plasmonic waveguide devices . IEEE Journal of Quantum Electronics , 46 ( 1 ) : 40 – 49 .
   Google Scholar
• Lee , KH , Ahmed , I , Goh , RSM , Khoo , EH , Li , EP and Hung , TGG . 2011 . Implementation of the FDTD method based on Lorentz-Drude dispersive model on GPU for plasmonics applications . Progress In Electromagnetics Research , 116 : 441 – 456 .
   Google Scholar
• Zunoubi , MR , Payne , J and Roach , WP . 2010 . CUDA implementation of TEz-FDTD solution of Maxwell’s equations in dispersive media . IEEE Antennas and Wireless Propagation Letters , 9 : 756 – 759 .
   Web of Science ®Google Scholar
• Ai , X , Han , Y-P , Li , C-Y and Shi , X-W . 2011 . Analysis of dispersion relation of piecewise linear recursive convolution FDTD method for space-varying plasma . Progress In Electromagnetics Research Letters , 22 : 83 – 93 .
   Google Scholar
• Xu , L and Yuan , N . 2006 . FDTD formulations for scattering from 3-D anisotropic magnetized plasma objects . IEEE Antennas and Wireless Propagation Letters , 5 ( 1 ) : 335 – 338 .
   Google Scholar
• Liu , S , Liu , M and Hong , W . 2008 . Modified piecewise linear current density recursive convolution finite-difference time-domain method for anisotropic magnetized plasma . IET Microwaves, Antennas & Propagation , 2 ( 7 ) : 677 – 685 .
   Google Scholar
• Shibayama , J , Ando , R , Nomura , A , Yamauchi , J and Nakano , H . 2009 . Simple trapezoidal recursive convolution technique for the frequency-dependent FDTD analysis of a Drude-Lorentz model . IEEE Photonics Technology Letters , 21 : 100 – 102 .
   Web of Science ®Google Scholar
• Izadi , M , Ab Abkadir , MZA and Gomes , C . 2011 . Evaluation of electromagnetic field associated with inclined lightning channel using second order FDTD-Hybrid methods . Progress In Electromagnetics Research , 117 : 209 – 236 .
   Google Scholar
• Liu , S and Liu , S . 2008 . Runge-Kutta exponential time differencing FDTD method for anisotropic magnetized plasma . IEEE Antennas and Wireless Propagation Letters , 7 : 306 – 309 .
   Web of Science ®Google Scholar
• Heh , DY and Tan , EL . 2010 . Generalized stability criterion of 3-D FDTD schemes for doubly lossy media . IEEE Transaction on Antenna and Propagation , 58 ( 4 ) : 1421 – 1425 .
   Google Scholar
• Huang , S and Li , F . 2006 . Time domain analysis of transient propagation in inhomogeneous magnetized plasma using Z-transforms . Journal of Electronics (CHINA) , 23 ( 1 ) : 113 – 116 .
   Google Scholar
• Yang , L , Xie , Y and Yu , P . 2011 . Study of bandgap characteristics of 2D magnetoplasma photonic crystal by using M-FDTD method . Microwave and Optical Technology Letters , 53 ( 8 ) : 1778 – 1784 .
   Google Scholar
• Attiya AM, Abdullah HH. Shift-operator finite difference time domain: an efficient unified approach for simulating wave propagation in different dispersive media. In: IEEE Middle East Conference on Antennas and Propagation (MECAP); 2010 Oct; Cairo, Egypt. p. 1–4.
   Google Scholar
• Wang F, Wei B, Ge D-B. A method for FDTD modeling of wave propagation in magnetized plasma. In: International Conference on Consumer Electronics, Communications and Networks (CECNet); 2011 Apr; XianNing, China. p. 4659–62.
   Google Scholar
• Yin , X , Zhang , H , Xu , H and Zeng , X . 2012 . Improved shift-operator FDTD method for anisotropic magnetized plasma with arbitrary magnetic declination . Progress In Electromagnetics Research B , 38 : 39 – 56 .
   Google Scholar
• Ma , L-X Zhang , H . 2010 . Improved finite difference time-domain method for anisotropic magnetised plasma based on shift operator . IET Microwaves, Antennas & Propagation , 4 ( 9 ) : 1442 – 1447 .
   Google Scholar
• Ginzburg , VL . 1970 . The Propagation of Electromagnetic Waves in Plasmas , 2nd ed. , New York , NY : Pergamon . Chapter 6
   Google Scholar
• Taflove , A and Susan , CH . 2005 . Computational Electrodynamics: The Finite-difference Time-domain Method , Boston : Artech House . Chapter 9
   Google Scholar
• Sodha , MS , Mishra , SK and Agarwal , SK . Feb. 2009 . Nonlinear propagation, self-modulation, and faraday rotation of electromagnetic beams in the ionosphere . IEEE Transactions on Plasma Science , 37 ( 2 ) : 375 – 386 .
   Google Scholar