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The stability problem of a dynamic quantized UAV airborne system with time-varying delay and packet losses is studied in this paper. Sufficient condition for asymptotic stability of the system is considered in terms of matrix inequalities. Finally an illustrative example demonstrates the effectiveness of the proposed method.
This paper addresses the design of an optimal dynamic quantizer and stability of the dynamic quantized system with packet dropout and communication delay. A dynamic quantizer, which is able to minimize the quantized output error, is designed for the system with networked packet dropout and communication delay. By the so-called lifting method, the system is transformed into a switched system. Mean...
This paper studies the stability of a discrete-time dynamic quantized system with time-varying delay in the state feedback loop. A newly proposed dynamic quantizer, which is able to minimize the quantized error, is improved by bringing several dynamic elements into its static part. By the so-called lifting method, the dynamic quantized discrete-time system with time-varying delay is transformed into...
A novel algorithm for controlling Logistic chaotic system based on Chebyshev neural network (Chebyshev-NN) is presented. In the algorithm, Chebyshev orthogonal polynomials are applied to activation function of neural network, the forecasting and controlling model of logistic chaotic system is established. In order to ensure stability of the network, the convergence theorem of the network is proposed...
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