of the dynamical system. Many dynamical systems are such that the control does not affect the complete state of the dynamical system but only a part of it. On the other hand, very often in real industrial processes it is possible to observe only a certain part of the complete state of...
Controllability of Dynamical Systems 作者: Klamka, Jerzy 出版年: 1991-7页数: 260定价: $ 337.87ISBN: 9780792308225豆瓣评分 目前无人评价 评价: 写笔记 写书评 加入购书单 分享到 推荐 我来说两句 短评 ··· 热门 还没人写过短评呢 我要写书评 Controllability of Dynamical Systems的书评 ··· (...
The main objective of this article is to review the major progress that has been made on controllability of dynamical systems over the past number of years. Controllability is one of the fundamental concepts in the mathematical control theory. This is a qualitative property of dynamical control ...
In a previous paper (Johnson 1974), the notion of state overdescription in dynamical systems was introduced and some general results, applicable to a broad class of nonlinear dynamical systems, were derived. In the present paper those previous general results are applied to the special case of ...
This paper presents theoretical methods which may have practical applications in determining the complete controllability of linear dynamical systems when the system A matrix, the input B matrix, and the output C matrix may be unknown. The criteria are obtained solely from the use of the input-...
This paper is assigned to study the stability and controllability of fuzzy singular dynamical systems. Some new notions such as granular fuzzy matrix norm, the algebraic operations on the space of fuzzy matrices, fuzzy equilibrium point, and the granular fuzzy transfer function of fuzzy singular dyna...
III. EVOLUTION OF SOLUTIONS OF TIME-INVARIANT FUZZY DYNAMICAL SYSTEMS Since we are interested in the controllability of the fol-lowing system: {˙x(t)=A x(t)+B u(t)(t 0)=X0, (3)where A and B are the n×n, and n×m real matrices respectively,X0 ∈ (E1)n, the input u(t)...
The controllability of the deterministic and stochastic dynamical control systems in infinite dimensional spaces is an well-developed field. We recall that the theory of controllability for nonlinear fractional dynamical systems started ... D Baleanu,OG Mustafa - ASYMPTOTIC INTEGRATION AND STABILITY:For ...
This paper is concerned with the reachability and controllability of fractional singular dynamical systems with control delay. The factors of such systems including the Caputo???s fractional derivative, control delay, and singular coefficient matrix are taken into account synchronously. The state structure...
Klamka, J.: Controllability of dynamical systems: a survey. Bull. Polish Acad. Sci. Tech. Sci. 61(2), 335–342 (2013) Google Scholar Abid, S.H., Hasan, S.Q., Quaez, U.J.: Approximate controllability of fractional Sobolev type stochastic differential equations driven by mixed fraction...