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The concept of full-state feedback control, where all the states of a system are fed back and compared to the input. It covers the requirements for the c and d matrices in the output equation, the control law used for pole placement with full-state feedback, and the relationship between the closed-loop a matrix and the plant a and b matrices. The document also covers the conditions for using full-state feedback techniques like pole placement, the process of adjusting the gains in the k matrix to select desired eigenvalues, and the required assumptions for this approach. Additionally, it provides specific examples of the sizes of the c and d matrices for a system with 2 states, 1 input, and a full feedback loop. This document could be useful for students studying control systems, particularly those interested in state-space control methods and pole placement techniques.
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