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Constructing the acs models with infinite and quadratic parameters, methods of root trajectory common theory

By Shatokhin Igor Viktorovich

Abstract

The dynamic systems to be described by the linear characteristic equations with the interval and quadratic coefficients have been examined. The purpose of the work: the development of automation methods for constructing the models and investigation of ACS dynamics with the infinite and quadratic parameters as well as its automatic implementation in the form of the CADS ACS design programs. Obtained has been the sufficent condition of the robust stability of the interval dynamic systems on the base of using the root methods. The methods for analysis of the robust quality of the similar systems have been developed; the method of the automatic synthesis of programs within the ACS CAD limits with the support of the flexible between module interface has been suggested. On the base of the suggested positions and methods, the algorithmic and program support of ACS CAD has been created for the analysis of the robust stability and robust quality of the linear dynamic systems on the base of the methods of the root trajectory common theory. The algorithmic and program support has been introduced in the SRAT (Moscow) and BSPA (Minsk). The field of application: the automated design of the automatic control systems (ACS)Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio

Topics: 09I - Control systems, control theory, 09L - Computer-Aided Design (CAD), 09H - Computer software, programming, AUTOMATICS AND TELEAUTOMATICS. COMPUTER ENGINEERING
Year: 1992
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Provided by: OpenGrey Repository
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