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Adaptive micro-extended-analog-computer array with a linear Lukasiewicz function
【摘要】 A micro-extended-analog-computer(uEAC)is developed on the basis of Rubel’s extended analog computer(EAC)model.Through the uEAC mathematical model,the resistance properties of the conductive sheet,several feedback uEAC models,and a more flexible uEAC cell structure with a multilevel hierarchy are discussed.Futhermore,for the dynamic uEAC array with a linear Lukasiewicz function,a nonlinear differential equation description is presented,and then a sufficient global asymptotic stability condition is derived by utilizing a Lyapunov function and a Lipchitz function.Finally,comparative simulations for a cam servo mechanism system are conducted to verify the capability of the uEAC array as an adaptive controller.
【Abstract】 A micro-extended-analog-computer(uEAC)is developed on the basis of Rubel’s extended analog computer(EAC)model.Through the uEAC mathematical model,the resistance properties of the conductive sheet,several feedback uEAC models,and a more flexible uEAC cell structure with a multilevel hierarchy are discussed.Futhermore,for the dynamic uEAC array with a linear Lukasiewicz function,a nonlinear differential equation description is presented,and then a sufficient global asymptotic stability condition is derived by utilizing a Lyapunov function and a Lipchitz function.Finally,comparative simulations for a cam servo mechanism system are conducted to verify the capability of the uEAC array as an adaptive controller.
【Key words】 micro-extended-analog-computer; Lipschitz function; Lyapunov functional; global asymptotic stability; adaptive micro-extended-analog-computer controller;
- 【文献出处】 Journal of Beijing Institute of Technology ,北京理工大学学报(英文版) , 编辑部邮箱 ,2016年04期
- 【分类号】TP34
- 【下载频次】21