Fig. 3 describes q(x(t),\delta(t)) under the situation where \delta(t) is updated. The blue dotted line represents q(x(t),\delta(t)) during t\in[\tauj,\tauj+1) an...
Abstract:
In this paper, we present a novel event-triggered control mechanism for nonlinear systems with hysteresis quantization. To describe the tendency of the dynamic quantizer ...Show MoreMetadata
Abstract:
In this paper, we present a novel event-triggered control mechanism for nonlinear systems with hysteresis quantization. To describe the tendency of the dynamic quantizer parameter, an auxiliary parameter is created and the relationship between the quantizer parameter and the auxiliary parameter has been discussed. Via thoroughly analyzing the structure of the hysteresis quantizer, the hysteresis quantizer based event-triggered control mechanism is designed to appropriately decide the accurate signal transmission instants with simple calculation process. Moreover, under the proposed method, the nonlinear system could be stabilized and Zeno behavior could be intrinsically avoided. Furthermore, a numerical example is given to demonstrate the efficiency of the proposed mechanism.
Fig. 3 describes q(x(t),\delta(t)) under the situation where \delta(t) is updated. The blue dotted line represents q(x(t),\delta(t)) during t\in[\tauj,\tauj+1) an...
Published in: IEEE Access ( Volume: 7)
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