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 Conference Papers (Available on Advance Programs)  (Sort by: Date Descending)
 Results 1 - 7 of 7  /   
Committee Date Time Place Paper Title / Authors Abstract Paper #
NLP, CAS 2012-09-20
16:45		 Kochi Eikokuji Campus, University of Kochi [Invited Talk] Surge Impedance of Transmission Line Tower -- Its definition and C. A. Jordan's formula --
Kohshi Okumura (SFU) 		 [more]
NLP 2007-06-08
16:40		 Hiroshima   Multiple Scale Method for Nonlinear Electric Networks
Kohshi Okumura (Hiroshima Instit. of Tech.) NLP2007-19		 This paper proposes a method of multiple scales for finding the
approximate solution of stiff nonlinear state equation... [more]		 NLP2007-19
pp.45-48
AP, SAT
(Joint)		 2006-07-06
16:15		 Hiroshima Hiroshima Institute of Technology [Special Talk] (IEEE AP-S Japan Chapter）The Surge Impedance of Transmission Line Tower
Kohshi Okumura (Hiroshima Institute of Technology) 		(To be available after the conference date) [more]
CAS, NLP 2005-09-16
09:55		 Niigata Nagaoka Univ. of Technology Bifurcation and Ideal Decomposition of Harmonic Balance Equations for Periodic Oscillation using Ideal Quotient
Masakazu Yagi, Takashi Hisakado (Kyoto Univ.), Kohshi Okumura (Hiroshima Inst. of Tech.) 		This paper presents a method to obtain ideal decomposition of harmonic balance equations for periodic oscillations. We c... [more] CAS2005-35 NLP2005-48
pp.7-12
EMCJ 2005-09-09
14:15		 Kyoto Kyoto University Analytical and Experimental Approach to Common Mode with Single Conductor Line
Takashi Hisakado, Kazuhiro Yoshimura (Kyoto Univ.), Kohshi Okumura (Hiroshima Inst. Tech.) 		 [more] EMCJ2005-74
pp.91-96
NLP, CAS 2004-09-14
10:25		 Kyoto Kyoto Univ. A complex variable approach to finding real periodic solutions using homotopy
Takashi Hisakado, Tomotaka Naruse (Kyoto Univ.), Kohshi Okumura (Hiroshima Inst. of Tech.) 		 [more] CAS2004-31 NLP2004-43
pp.19-24
NLP, CAS 2004-09-14
14:30		 Kyoto Kyoto Univ. Algebraic Expression of Verification Region for Describing Function using Groebner base
Masakazu Yagi, Takashi Hisakado (Kyoto Univ.), Kohshi Okumura (hiroshima Inst. of Tech.) 		The describing function is one of the most common methods of dealing with nonlinear control systems. The method is known... [more] CAS2004-38 NLP2004-50
pp.61-66
 Results 1 - 7 of 7  /   
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