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Stabilizability of the linear algebro-differential one-input control systems

Авторы: Shcheglova A.A.

Журнал: Automation and Remote Control

Том: 71

Номер: 9

Год: 2010

Отчётный год: 2010

Издательство:

Местоположение издательства:

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Проекты:

DOI: 10.1134/S0005117910090031

Аннотация: Consideration was given to the controllable system of ordinary linear differential equations with the matrix at the derivative of the desired vector function that is identically degenerate in the domain of definition. For the one-input systems, the questions of stabilizability and solvability of the control problem by the Lyapunov indices were studied for the stationary and nonstationary cases. Analysis was based on the assumptions providing existence of the so-called "equivalent form" where the "algebraic" and "differential" parts are separated. An arbitrarily high index of insolvability and variable rank of the matrix at the derivative were admitted.

Индексируется WOS: Q4

Индексируется Scopus: Нет

Индексируется УБС: Нет

Индексируется РИНЦ: Нет

Индексируется ВАК: Нет

Индексируется CORE: Нет

Публикация в печати: 0