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Committee Date Time Place Paper Title / Authors Abstract Paper #
EST, MW, OPE, MWP, EMT, IEE-EMT, THz [detail] 2018-07-19
13:35		 Hokkaido   Application of Stabilized Explicit Method to Isogeometric Analysis for 1-D Electromagnetic Analysis
Hayato Naojima, Tadatoshi Sekine (Shizuoka Univ.) EMT2018-13 MW2018-28 OPE2018-16 EST2018-11 MWP2018-12		 In this report, we propose a technique that performs the space discretization by isogeometric analysis (IGA) and the tim... [more] EMT2018-13 MW2018-28 OPE2018-16 EST2018-11 MWP2018-12
pp.39-44
CS, CAS 2018-03-13
14:05		 Fukuoka Nishijin Plaza, Kyushu University Explicit Stabilized Meshless Method for Electromagnetic Analysis
Masahiro Nakamura, Tadatoshi Sekine, Yuta Inoue, Hideki Asai (Shizuoka Univ.) CAS2017-155 CS2017-109		 In the meshless method, the computational domain is discretized by nodes, and flexible shapes can be expressed by the no... [more] CAS2017-155 CS2017-109
pp.123-128
CAS, SIP, MSS, VLD, SIS [detail] 2014-07-10
13:50		 Hokkaido Hokkaido University Fast Transient Analysis of Non-uniform Distributed Parameter Circuit by Using Stabilized Explicit Method
Kaoru Nakagaki, Tadatoshi Sekine, Hideki Asai (Shizuoka Univ.) CAS2014-29 VLD2014-38 SIP2014-50 MSS2014-29 SIS2014-29		 In general, an explicit method in numerical analysis has a strict stability condition related to a time step size. In th... [more] CAS2014-29 VLD2014-38 SIP2014-50 MSS2014-29 SIS2014-29
pp.153-157
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