Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning

碩士 === 華梵大學 === 電子工程學系碩士班 === 105 === For iterative learning control problem of unknown robotic systems with initial resetting errors, we propose a discrete fuzzy-neural adaptive iterative learning control (AILC) for freeway traffic flow systems with random initial resetting errors , iteration-var...

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Main Authors: WANG, CHUN-HUNG, 王俊弘
Other Authors: WANG,YING-CHUNG
Format: Others
Language:en_US
Published: 2017
Online Access:http://ndltd.ncl.edu.tw/handle/7d739m
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spelling ndltd-TW-105HCHT04280082019-05-15T23:32:17Z http://ndltd.ncl.edu.tw/handle/7d739m Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning 基於改良型細菌覓食演算法理想車流密度規劃的高速公路入口匝道適應反覆學習控制器 WANG, CHUN-HUNG 王俊弘 碩士 華梵大學 電子工程學系碩士班 105 For iterative learning control problem of unknown robotic systems with initial resetting errors, we propose a discrete fuzzy-neural adaptive iterative learning control (AILC) for freeway traffic flow systems with random initial resetting errors , iteration-varying desired traffic densities and random bounded off-ramp traffic volumes using traffic densities, space mean speeds and on-ramp waiting queues design. It is assumed that the system nonlinear functions and input gains are unknown for controller design. An adaptive fuzzy neural network (FNN) controller and an adaptive robust controller are applied to compensate for the unknown system nonlinearities and input gains, respectively. Moreover, to deal with the disturbances from random bounded off-ramp traffic volumes, a dead zone like auxiliary error with a time-varying boundary layer is introduced as a bounding parameter. This proposed auxiliary error is also utilized to construct the adaptive laws without using the bound of the input gain. The traffic density tracking error is shown to converge along the axis of learning iteration to a residual set whose level of magnitude depends on the width of boundary layer. Besides, since the nice desired traffic densities designed for the coordinated control objective of the AILC for freeway traffic flow systems are generally unknown, the improved bacterial forging optimization (IBFO) algorithm is used to optimize the fitness function, which is constructed by the coordinated control objective and includes (1) minimum total travel time, (2) minimum on-ramp average waiting time, and (3) minimum changes of desired traffic densities. Finally, a computer simulation example is used to verify the learning performance of the proposed fuzzy-neural AILC for freeway traffic flow systems using IBFO based desired traffic densities planning. WANG,YING-CHUNG 王盈中 2017 學位論文 ; thesis 72 en_US
collection NDLTD
language en_US
format Others
sources NDLTD
description 碩士 === 華梵大學 === 電子工程學系碩士班 === 105 === For iterative learning control problem of unknown robotic systems with initial resetting errors, we propose a discrete fuzzy-neural adaptive iterative learning control (AILC) for freeway traffic flow systems with random initial resetting errors , iteration-varying desired traffic densities and random bounded off-ramp traffic volumes using traffic densities, space mean speeds and on-ramp waiting queues design. It is assumed that the system nonlinear functions and input gains are unknown for controller design. An adaptive fuzzy neural network (FNN) controller and an adaptive robust controller are applied to compensate for the unknown system nonlinearities and input gains, respectively. Moreover, to deal with the disturbances from random bounded off-ramp traffic volumes, a dead zone like auxiliary error with a time-varying boundary layer is introduced as a bounding parameter. This proposed auxiliary error is also utilized to construct the adaptive laws without using the bound of the input gain. The traffic density tracking error is shown to converge along the axis of learning iteration to a residual set whose level of magnitude depends on the width of boundary layer. Besides, since the nice desired traffic densities designed for the coordinated control objective of the AILC for freeway traffic flow systems are generally unknown, the improved bacterial forging optimization (IBFO) algorithm is used to optimize the fitness function, which is constructed by the coordinated control objective and includes (1) minimum total travel time, (2) minimum on-ramp average waiting time, and (3) minimum changes of desired traffic densities. Finally, a computer simulation example is used to verify the learning performance of the proposed fuzzy-neural AILC for freeway traffic flow systems using IBFO based desired traffic densities planning.
author2 WANG,YING-CHUNG
author_facet WANG,YING-CHUNG
WANG, CHUN-HUNG
王俊弘
author WANG, CHUN-HUNG
王俊弘
spellingShingle WANG, CHUN-HUNG
王俊弘
Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning
author_sort WANG, CHUN-HUNG
title Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning
title_short Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning
title_full Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning
title_fullStr Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning
title_full_unstemmed Adaptive Iterative Learning Control for Freeway Traffic Flow Systems Using Improved Bacterial Foraging Optimization based Desired Traffic Density Planning
title_sort adaptive iterative learning control for freeway traffic flow systems using improved bacterial foraging optimization based desired traffic density planning
publishDate 2017
url http://ndltd.ncl.edu.tw/handle/7d739m
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