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倒立振子の姿勢制御-...

倒立振子の姿勢制御--質量の横方向移動による安定化

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倒立振子の姿勢制御--質量の横方向移動による安定化

Call No. (NDL)
Z14-482
Bibliographic ID of National Diet Library
1847798
Material type
記事
Author
林 節八ほか
Publisher
東京 : 計測自動制御学会 ; [1965]-
Publication date
1977-10
Material Format
Paper
Journal name
計測自動制御学会論文集 = Transactions of the Society of Instrument and Control Engineers 13(5) 1977.10
Publication Page
p.p425~432
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Paper

Material Type
記事
Author/Editor
林 節八
嘉納 秀明
増淵 正美
Periodical title
計測自動制御学会論文集 = Transactions of the Society of Instrument and Control Engineers
No. or year of volume/issue
13(5) 1977.10
Volume
13
Issue
5
Pages
p425~432
Publication date of volume/issue (W3CDTF)
1977-10
ISSN (Periodical Title)
0453-4654
ISSN-L (Periodical Title)
0453-4654
Publication (Periodical Title)
東京 : 計測自動制御学会 ; [1965]-
Place of Publication (Country Code)
JP
Text Language Code
jpn
NDLC
Target Audience
一般
Article Type
記事分類: 制御工学
Holding library
国立国会図書館
Call No.
Z14-482
Data Provider (Database)
国立国会図書館 : 国立国会図書館雑誌記事索引
Bibliographic ID (NDL)
1847798
Bibliographic Record Category (NDL)
632

Digital

Summary, etc.
This paper presents a stabilization control of inherently unstable systems in their nature. An inverted pendulum which is a typical, unstable mechanical system, is considered and stabilized by moving a weight horizontally through a feedback control. A stabilization problem in this system coresponds to that in the postural control of a man.<br>It is shown that, so far as the dry friction at the bearings etc. is negligible, this inverted pendulum is stabilizable when the linearized system is controlable and observable. At the experiment, the output, the weight position <i>r</i> and the pendulum angle θ, and the estimated state (<i>r</i>, θ) by a minimum order observer or an approximate differentiator are fed back. Experimental results show that stabilization was posible in spite of the existence of the dry friction at the bearings etc..
DOI
10.9746/sicetr1965.13.425
Access Restrictions
インターネット公開
Data Provider (Database)
科学技術振興機構 : J-STAGE

Digital

Summary, etc.
This paper presents a stabilization control of inherently unstable systems in their nature. An inverted pendulum which is a typical, unstable mechanical system, is considered and stabilized by moving a weight horizontally through a feedback control. A stabilization problem in this system coresponds to that in the postural control of a man.<br>It is shown that, so far as the dry friction at the bearings etc. is negligible, this inverted pendulum is stabilizable when the linearized system is controlable and observable. At the experiment, the output, the weight position <i>r</i> and the pendulum angle θ, and the estimated state (<i>r</i>, θ) by a minimum order observer or an approximate differentiator are fed back. Experimental results show that stabilization was posible in spite of the existence of the dry friction at the bearings etc..
Access Restrictions
インターネット公開
Data Provider (Database)
国立情報学研究所 : CiNii Research
Original Data Provider (Database)
Japan Link Center
雑誌記事索引データベース
Crossref
CiNii Articles
CiNii Articles
Bibliographic ID (NDL)
1847798
NAID
130003789327
20000299531