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Record 1 of 4023
Numerical pole assignment by eigenvalue Jacobian inversion
Author and Affiliation:
Sevaston, George E.(California Institute of Technology, Jet Propulsion Laboratory, Pasadena, United States)
Abstract: A numerical procedure for solving the linear pole placement problem is developed which operates by the inversion of an analytically determined eigenvalue Jacobian matrix. Attention is given to convergence characteristics and pathological situations. It is not concluded that the algorithm developed is suitable for computer-aided control system design with particular reference to the scan platform pointing control system for the Galileo spacecraft.
Publication Date: Jan 01, 1986
Document ID:
19880027827
(Acquired Nov 28, 1995)
Accession Number: 88A15054
Subject Category: CYBERNETICS
Document Type: Conference Paper
Publication Information: SEE A88-14926
Publisher Information: United States
Meeting Information: 25th IEEE Conference on Decision and Control; Dec. 10-12, 1986; Athens; Greece
Financial Sponsor: NASA; United States
Organization Source: Jet Propulsion Lab., California Inst. of Tech.; Pasadena, CA, United States
Description: 5p; In English
Distribution Limits: Unclassified; Publicly available; Unlimited
Rights: Copyright
NASA Terms: COMPUTER AIDED DESIGN; CONTROL SYSTEMS DESIGN; EIGENVALUES; JACOBI MATRIX METHOD; ALGORITHMS; GALILEO SPACECRAFT; POINTING CONTROL SYSTEMS
Imprint And Other Notes: IN: IEEE Conference on Decision and Control, 25th, Athens, Greece, Dec. 10-12, 1986, Proceedings. Volume 3 (A88-14926 04-63). New York, Institute of Electrical and Electronics Engineers, Inc., 1986, p. 1788-1792. Research supported by Rutgers University.
Availability Source: Other Sources
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