JaLCDOI 10.18926/15588
フルテキストURL Mem_Sch_Eng_OU_2_96.pdf
著者 Mine Tadao| Yamamoto Tatuma| Baba Yukinobu| Yamamoto Yositake|
抄録 In the preceding paper a new method of analyzing nonlinear periodic oscillations was proposed. In this article a new conception, which is named as the extended harmonic approximation of nonlinear oscillatory circuits, is presented. Method of obtaining transient solutions by the conception is given and various numerical examples are shown. The new conception has merits that a consistent linearization method is given for both steady state and transient state domains and transient solutions are obtained simply.
出版物タイトル Memoirs of the School of Engineering, Okayama University
発行日 1967-04-01
2巻
1号
開始ページ 96
終了ページ 110
ISSN 0475-0071
言語 English
論文のバージョン publisher
NAID 120002307313
JaLCDOI 10.18926/15548
フルテキストURL Mem_Sch_Eng_OU_1_63.pdf
著者 Mine Tadao| Yamamoto Tatuma| Baba Yukinobu|
抄録 The well-known steady state solution of nonlinear oscillatory circuits based on the use of Fourier series, the so-called harmonic balance, is a powerful method because of its wide applicability. Yet, this method has not only difficulties to solve transcendental equations or algebraic equations of higher orders, but gives no transient state solution. The harmonic approximation and the extended harmonic approximation defined in this report are linearization methods which give approximations of steady state and transient state simultaneously. Furthermore the method enables an unification and extension of miscellaneous linearization methods.
出版物タイトル Memoirs of the School of Engineering, Okayama University
発行日 1966-03-31
1巻
1号
開始ページ 63
終了ページ 69
ISSN 0475-0071
言語 English
論文のバージョン publisher
NAID 120002307143