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Record Details

Record 39 of 10840
Decentrally stabilizable linear and bilinear large-scale systems
Author and Affiliation:
Siljak, D. D.(Santa Clara Univ., CA, United States)
Vukcevic, M. B.(Santa Clara, University, Santa Clara, Calif., United States)
Abstract: Two classes of large-scale systems are identified, which can always be stabilized by decentralized feedback control. For the class of systems composed of interconnected linear subsystems, we can choose local controllers for the subsystems to achieve stability of the overall system. The same linear feedback scheme can be used to stabilize a class of linear systems with bilinear interconnections. In this case, however, the scheme is used to establish a finite region of stability for the overall system. The stabilization algorithm is applied to the design of a control system for the Large-Space Telescope.
Publication Date: Aug 01, 1977
Document ID:
19770065798
(Acquired Dec 01, 1995)
Accession Number: 77A48650
Subject Category: CYBERNETICS
Document Type: Journal Article
Publication Information: International Journal of Control; 26; Aug. 197
Publisher Information: United Kingdom
Contract/Grant/Task Num: NGR-05-017-010
Financial Sponsor: NASA; United States
Organization Source: Santa Clara Univ.; CA, United States
Description: 17p; In English
Distribution Limits: Unclassified; Publicly available; Unlimited
Rights: Copyright
NASA Terms: CONTROL THEORY; FEEDBACK CONTROL; LINEAR SYSTEMS; POINTING CONTROL SYSTEMS; SYSTEMS STABILITY; ALGORITHMS; CONTROL STABILITY; EQUILIBRIUM EQUATIONS; HUBBLE SPACE TELESCOPE; SYSTEMS ENGINEERING
Imprint And Other Notes: International Journal of Control, vol. 26, Aug. 1977, p. 289-305.
Miscellaneous Notes: p. 289-305
Availability Source: Other Sources
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