Control Sensor Linearization Using Artificial Neural Networks

被引:1
作者
G. L. Dempsey
J. S. Alig
N. L. Alt
B. A. Olson
D. E. Redfield
机构
[1] Bradley University,Department of Electrical and Computer Engineering
来源
Analog Integrated Circuits and Signal Processing | 1997年 / 13卷
关键词
neural networks; control sensor; linearization; phase-locked loop; inverse control;
D O I
暂无
中图分类号
学科分类号
摘要
Traditionally, the issues of cost, size, and weight of artificial neural network implementations have not been the primary concern of researchers. These issues are important in many applications such as those required in space travel, high-volume commercial products, or products with size limitations. In this paper, we discuss methods to improve the characteristics of control sensors using compact and low-cost circuitry. Our objective is to extend the linear region of operation of a nonlinear sensor using artificial neural networks. An analog circuit approach was investigated for high-speed applications and a microcontroller approach for low-speed applications. The methods are applied to the design of a discrete-component phase-locked loop. Both approaches resulted in doubling the sensor's linear range.
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页码:321 / 332
页数:11
相关论文
共 16 条
[1]  
Antsaklis P.(1990)Neural networks in control systems IEEE Control Systems Magazine 10 3-5
[2]  
Nguyen D.(1990)Neural networks for self-learning control systems IEEE Control Systems Magazine 10 18-23
[3]  
Widrow B.(1991)A simple neuron servo IEEE Transactions on Neural Networks 2 248-251
[4]  
DeWeerth S.(1993)Application of feedforward neural networks to dynamical system identification and control IEEE Transactions on Control Systems Technology 1 37-49
[5]  
Nielsen L.(1988)Chaos from phase-locked loops IEEE Transactions on Circuits and Systems 35 987-1003
[6]  
Mead C.(1993)Piecewise-linear analysis of high-damping chaotic phase-locked loops using Melnikov's method IEEE Transactions on Circuits and Systems 40 801-807
[7]  
Astrom K.(1995)Fuzzy logic for digital phase-locked loop filter design IEEE Transactions on Fuzzy Systems 3 211-218
[8]  
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