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A Novel Absorbing Boundary Condition for the Frequency—Dependent Finite—Difference Time—Domain Method
引用本文:WANGTong ZHANGWen-jun 等.A Novel Absorbing Boundary Condition for the Frequency—Dependent Finite—Difference Time—Domain Method[J].上海大学学报(英文版),2001,5(2):111-115.
作者姓名:WANGTong  ZHANGWen-jun
作者单位:SchoolofCommunicationandInformationEngineering,ShanghaiUniversity,Shanghai200072,China
基金项目:theNationalNaturalScienceFoundationofChina! (6 97710 10 )
摘    要:A new absorbing boundary condition(ABC) for frequency-dependent finite-difference time-domain algorithm for the arbitrary dispersive media is presented.The concepts of the digital systems are introduced to the (FD)^2TD method.On the basis of digital filter disigning and vector algebra,the absorbing boundary condition under arbitrary angle of incidence are derived.The transient electromagnetic problems in two-dimensions and three-dimensions are calculated and the validity of the ABC is verified.

关 键 词:色散介质  吸收边界条件  有限差分  数字滤波
收稿时间:4 July 2000

A novel absorbing boundary condition for the frequency-dependent finite-difference time-domain method
Tong Wang Ph. D.Candidate,Wen-jun Zhang,Ren-wei Ge,Wei-liang Liu.A novel absorbing boundary condition for the frequency-dependent finite-difference time-domain method[J].Journal of Shanghai University(English Edition),2001,5(2):111-115.
Authors:Tong Wang Ph DCandidate  Wen-jun Zhang  Ren-wei Ge  Wei-liang Liu
Institution:School of Communication and Information Engineering, Shanghai University,
Abstract:A new absorbing boundary condition (ABC) for frequency dependent finite difference time domain algorithm for the arbitrary dispersive media is presented. The concepts of the digital systems are introduced to the (FD) 2TD method. On the basis of digital filter designing and vector algebra, the absorbing boundary condition under arbitrary angle of incidence are derived. The transient electromagnetic problems in two dimensions and three dimensions are calculated and the validity of the ABC is verified.
Keywords:dispersive media  FDTD(finite different time domain)  absorbing boundary condition  digital filter
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