| Item Type |
Article |
| ID |
|
| Preview |
| Image |
|
| Caption |
|
|
| Full text |
KO50001004-00230095-0100.pdf
| Type |
:application/pdf |
Download
|
| Size |
:897.4 KB
|
| Last updated |
:Aug 19, 2019 |
| Downloads |
: 468 |
Total downloads since Aug 19, 2019 : 468
|
|
| Release Date |
|
| Title |
| Title |
Optimal satisfactory control : formulation and analysis by Lagrangian technique
|
| Kana |
|
| Romanization |
|
|
| Other Title |
|
| Creator |
| Name |
志水, 清孝
 |
| Kana |
シミズ, キヨタカ
|
| Romanization |
Shimizu, Kiyotaka
|
| Affiliation |
Assistant Professor, Faculty of Engineering, Keio University
|
| Affiliation (Translated) |
|
| Role |
|
| Link |
|
|
| Edition |
|
| Place |
|
| Publisher |
| Name |
慶応義塾大学藤原記念工学部
|
| Kana |
ケイオウ ギジュク ダイガク フジワラ キネン コウガクブ
|
| Romanization |
Keio gijuku daigaku Fujiwara kinen kogakubu
|
|
| Date |
| Issued (from:yyyy) |
1970
|
| Issued (to:yyyy) |
|
| Created (yyyy-mm-dd) |
|
| Updated (yyyy-mm-dd) |
|
| Captured (yyyy-mm-dd) |
|
|
| Physical description |
|
| Source Title |
| Name |
Proceedings of the Fujihara Memorial Faculty of Engineering Keio University
|
| Name (Translated) |
|
| Volume |
23
|
| Issue |
94/95
|
| Year |
1970
|
| Month |
|
| Start page |
100
|
| End page |
122
|
|
| ISSN |
|
| ISBN |
|
| DOI |
|
| URI |
|
| JaLCDOI |
|
| NII Article ID |
|
| Ichushi ID |
|
| Other ID |
|
| Doctoral dissertation |
| Dissertation Number |
|
| Date of granted |
|
| Degree name |
|
| Degree grantor |
|
|
| Abstract |
The optimal satisfactory control of systems subject to external disturance inputs is studied. The systems represented are essentially deterministic nonlinear, continuous-type processes which are normally operating in the steadystate. The objective is on-line static optimization according to an economic performance criterion.
The optimal satisfactory control is formulated by combining concept of satisfactory control and concept of optimal control. In order to obtain the optimal satisfactory control, several theories and techniques of decision making under uncertainties are developed to obtain necessary conditions for maximizing system performance. The Lagrange multiplier techniques for game solving under inequality constraints are derived to solve the formulated optimal satisfactory control.
|
|
| Table of contents |
|
| Keyword |
|
| NDC |
|
| Note |
|
| Language |
|
| Type of resource |
|
| Genre |
| Departmental Bulletin Paper
|
|
| Text version |
|
| Related DOI |
|
| Access conditions |
|
| Last modified date |
|
| Creation date |
|
| Registerd by |
|
| History |
| Aug 19, 2019 | | 著者,抄録 内容 を変更 |
|
|
| Index |
|
| Related to |
|
