An FETD Method for Wave guide Problems
An FETD method on waveguides is investigatedusing Galerkins method to discretize Maxwelrs equationsdirectly in the spatial domain and solve a first-order ordinarydifferential equation in the time domain.As numericalexamples,we study one dimensional wave propagations in awave guide with nonreflecting boundaries,wave excitations,and wave propagations in a two dimensional wave guide withan inserted dielectric obstacle.For nonreflecting boundarycondition,the advection equations derived from Maxwellsequations are adopted in these methods.
Maxwells equations FETD Waveguide Pulse Propagation Nonreflecting Boundary Condition Dielectric obstacle
Kengo Taira Seiji Fujino
Department of Electrical and Electronics Engineering,University of the Ryukyus,I Senbaru,Nishihara-c Research Institute for Information Technology,Kyushu University,6-10-1 Hakozaki,Higashi-ku,Fukuoka 8
国际会议
2008 China-Japan Joint Microwave Conference(2008年中日微波会议)
上海
英文
40-43
2008-09-10(万方平台首次上网日期,不代表论文的发表时间)