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Linear Multivariable Control Systems
2022This rigorous yet accessible textbook provides broad and systematic coverage of linear multivariable control systems, including several new approaches to design. In addition to standard state space theory, it provides a new measurement-based approach to linear systems, including a generalization of Thevenin's Theorem, a new single-input single-output ...
Shankar P. Bhattacharyya, Lee H. Keel
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Introduction to Linear Control Systems
, 1982Introduction to Automation and Process ControlLecture Notes | Feedback Control Systems | Aeronautics and Motion Control Systems A Complete Family of Motion ECE 380: Control Systems Purdue UniversityControl Systems L.
C. Byrnes
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Classical Linear Control Systems—PID Control Systems
2018The main topic of this chapter is concentrated on the PID control system design and analysis. Three popular methods, root locus, Bode plot, and state space, are introduced and discussed in details with quite a few example projects. Starting from Sect. 5.2, the root locus strategy is discussed with some special properties used in this method.
Ying Bai, Zvi S. Roth
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Best Linear Controllers for Decentralized Linear Quadratic Systems
Journal of Systems Science and ComplexityzbMATH Open Web Interface contents unavailable due to conflicting licenses.
Afshari, Mohammad, Mahajan, Aditya
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Linear Control of Non-Linear Systems
International Journal of Control, 1967ABSTRACT For some simple relay control systems it is shown that if the control signal input to the relay is made an appropriate linear combination of the state variables, nearly optimum performance can be achieved. The performance index used is integral -square-error; its value when the switching function is linear is calculated and compared with the ...
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Linear Polytope Control Systems
2016A class of differential inclusion systems – the linear polytope systems – is discussed in this chapter. This kind of system can be viewed as another extension of the linear control systems to the set-valued mappings. This chapter contains four sections.
Zhengzhi Han, Xiushan Cai, Jun Huang
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Controllable and Autonomous nD Linear Systems
Multidimensional Systems and Signal Processing, 1999Using the behavioural approach and commutative algebra some results on autonomous and controllable discrete systems are generalized from the 2D to the nD case. A simple algebraic characterization of autonomous systems and of the structure of the controllable autonomous decomposition is presented.
Wood, J., Rogers, E., Owens, D.H.
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Controllability of Linear Systems
2016We study the controllability of linear systems–the existence of processes and their construction according with specified conditions on the ends of a trajectory. The criteria of point-to-point and complete controllability are established. We investigate the features for non-controllability of the systems.
Leonid T. Ashchepkov +3 more
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Globally controllable linear systems
Journal of Mathematical Sciences, 2006zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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