Balabanov A. Application matrix algebraic equation Riccaty linear reduction methods for control systems optimization problems

Українська версія

Thesis for the degree of Candidate of Sciences (CSc)

State registration number

0414U000233

Thesis Registration Form

0414U000233.pdf

Applicant for

Specialization

  • 05.13.03 - Системи та процеси керування

24-12-2013

Specialized Academic Board

Д 50.052.02

Essay

Dissertation is devoted to development and application linear reduction (LR) methods of matrix algebraic Riccaty equation (ARE) for LQ, LQG, H2 and Hinf optimization problems of automatic control systems (ACS). There are some features of use ARE LR methods in ACS optimization problems. 1) There are ways to increase computational efficiency for sparse matrixes. 2) It is possible to search ARE stabilizing solution and feedback matrix with frequency characteristics. 3) There is possibility to do multiple search process of ARE stabilizing solution in LQ optimization problem for not completely controllable model.

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Files

aref.doc

dis.doc

акт внедрения 1.bmp

акт внедрения 2.bmp

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