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Committee Date Time Place Paper Title / Authors Abstract Paper #
EST, MW, OPE, MWP, EMT, IEE-EMT, THz [detail] 2018-07-20
10:45		 Hokkaido   Quantitative evaluation of required distance between objects and absorbing boundaries in electromagnetic simulation for open space
Takuichi Hirano (Tokyo City Univ.) EMT2018-36 MW2018-51 OPE2018-39 EST2018-34 MWP2018-35		 Electromagnetic simulation is difficult because there are large freedom in modeling of excitation and boundaries. Absorb... [more] EMT2018-36 MW2018-51 OPE2018-39 EST2018-34 MWP2018-35
pp.161-164
US 2014-02-21
11:45		 Tokyo Chofu Aerospace Center, Aerodrome Branch, JAXA Comparative Study of Perfectly Matched Layer for Acoustic Simulation Using Method of Characteristics
Junpei Adachi, Kan Okubo (Tokyo Metropolitan Univ.), Takashi Ishizuka (Shimizu) US2013-99		 In the multi-dimensional MOC sound wave analysis, automatically absorbing boundary doesn't have efficient absorbing perf... [more] US2013-99
pp.31-34
MSS, CAS 2009-11-26
13:55		 Aichi Nagoya University A New FDTD Algorithm Based on Alternating-Direction Explicit (ADE) Method
Shuichi Aono (SESAME Tech Inc.), Masaki Unno, Hideki Asai (Shizuoka Univ.) CAS2009-48 CST2009-21		 In this paper, we propose a new FDTD (Finite-Difference Time-Domain) method using the alternating-direction explicit (AD... [more] CAS2009-48 CST2009-21
pp.19-24
US 2009-09-30
10:15		 Hokkaido Noboribetsu Grand Hotel Perfectly Matched Layers for Elastic Waves Propagating in Anisotropic Solids -- Derivation of Material Parameters of Perfectly Matched Layers by Using Differential Forms --
Koji Hasegawa, Takao Shimada (Muroran Inst. of Tech.) US2009-50		 Material constants of PMLs (Perfectly Matched Layers) in the frequency domain,
where propagating elastic waves are abs... [more]		 US2009-50
pp.71-76
MW, OPE, EMT [detail] 2006-07-28
09:20		 Hokkaido   FDTD Absorbing Boundary Condition Based on Time Domain Boundary Ingegral Equation
Hideki Kawaguchi (Muroran Inst. Techo.), Kazuhiro Fujita (Hokkaido Univ.) 		This paper presents an Absorbing Boundary Condition (ABC) for the Finite Difference Time Domain (FDTD) Method based on t... [more] MW2006-66 OPE2006-58
pp.169-174
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