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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
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Committee Date Time Place Paper Title / Authors Abstract Paper #
EST 2021-01-22
15:35		 Online Online Efficient analysis of a TM-pass terahertz waveguide polarizer using implicit and semi-implicit FDTD methods
Shoko Gomi, Jun Shibayama, Junji Yamauchi, Hisamatsu Nakano (Hosei Univ.) EST2020-77		 A TM-pass terahertz waveguide polarizer is efficiently analyzed using implicit and semi-implicit finite- difference time... [more] EST2020-77
pp.124-128
MWP, OPE, EMT, MW, EST, IEE-EMT [detail] 2017-07-20
13:55		 Hokkaido Obihiro Chamber of Commerce and Industry EMT2017-16 MW2017-41 OPE2017-21 EST2017-18 MWP2017-18 Since the finite-difference time-domain (FDTD) method is an explicit scheme, a time step size ($Delta{t}$) is restricted... [more] EMT2017-16 MW2017-41 OPE2017-21 EST2017-18 MWP2017-18
pp.55-60
EMT, OPE, MW, IEE-EMT [detail] 2010-07-29
16:40		 Hokkaido Hokkaido Univ. Analysis of a waveguide grating using the 3-D LOD-FDTD method
Ryoji Ando, Jun Shibayama, Junji Yamauchi, Hisamatsu Nakano (Hosei Univ.) MW2010-50 OPE2010-35		 The three-dimensional finite-difference time-domain (FDTD) method based on the locally one-dimensional (LOD) scheme is a... [more] MW2010-50 OPE2010-35
pp.69-74
PN, OPE, EMT, LQE 2009-01-29
18:05		 Kyoto Kyoto Institute Technology (Matsugasaki Campus) Analysis of plasmonic waveguide devices using the frequency-dependent LOD-FDTD method based on the trapezoidal recursive convolution technique
Jun Shibayama, Akifumi Nomura, Ryoji Ando, Junji Yamauchi, Hisamatsu Nakano (Hosei Univ.) PN2008-58 OPE2008-161 LQE2008-158		 The implicit finite-difference time-domain (FDTD) method based on the locally one-dimensional (LOD) scheme is extended t... [more] PN2008-58 OPE2008-161 LQE2008-158
pp.89-94
MW, OPE, EMT [detail] 2006-07-28
13:00		 Hokkaido   An assessment of several implicit FDTD methods for the analysis of optical waveguides
Jun Shibayama, Mitsunori Muraki, Junji Yamauchi, Hisamatsu Nakano (Hosei Univ.) 		The performance of the alternating-direction implicit FDTD method (ADI-FDTD), the locally one-dimensional FDTD method (L... [more] MW2006-72 OPE2006-64
pp.205-210
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