On stability of servo-mechanisms with timely varying elements-I.
説明
type:text
In connection with the problem of stability of servo-mechanisms, whose elements vary with time t, stability property of some ordinary differential equation is studied. Firstly, a linear ordinary differential equation, whose coefficients vary with time t, is considered. The variation with time t is regarded to be expressed by linear functions of ξ, where [function]. It is shown that the solution of the given linear differential equation, thus specified, can be expressed as power sesies with respect to ξ, by means of which, the question of stability may be examined. Secondly, it is pointed out that, the problem of similar kind, for the case of non-linear servo-mechanism, can be studied, by following the classical method of É. Picard.
収録刊行物
-
- Proceedings of the Fujihara Memorial Faculty of Engineering Keio University
-
Proceedings of the Fujihara Memorial Faculty of Engineering Keio University 17 (65), 39(15)-43(19), 1964
慶応義塾大学藤原記念工学部
- Tweet
詳細情報 詳細情報について
-
- CRID
- 1050001338950770176
-
- NII論文ID
- 120005479516
-
- 本文言語コード
- en
-
- 資料種別
- departmental bulletin paper
-
- データソース種別
-
- IRDB
- CiNii Articles