Algorithm

Control (management)

Engineering

Quantization (signal processing)

Discrete mathematics

Robust control

Control system

Control engineering

Computer science

Computer network

Polytope

Mathematics

Artificial intelligence

Control theory (sociology)

Electrical engineering

IEEE Transactions on Industrial Informatics

This paper investigates the feedback guaranteed cost control problem for a class of uncertain discrete-time systems with input quantization. The plant with polytope type uncertainties is considered. The input signal will be quantized by a dynamic quantizer before it is transmitted from the controller to the system under digital communication channels. First, a design method of the feedback control for the quantized closed-loop system is given to attain the same guaranteed cost performance as the one without signal quantization. Then, by introducing some useful auxiliary scalars, the dynamic parameter of the quantizer is also designed effectively so that the desired performance level can be achieved. A simulation example is provided to show the effectiveness of the proposed design method.

Robust Guaranteed Cost Control Under Digital Communication Channels