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Study On Control Method Based On Inverted Pendulum System

Posted on:2010-08-21Degree:MasterType:Thesis
Country:ChinaCandidate:S Y WuFull Text:PDF
GTID:2178360272482610Subject:Control theory and control engineering
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Inverted pendulum is a typical fast, multivariable, non-linearity, strong-coupling and naturally unstable system. During its control process, it can reflect many crucial questions in the control theory, such as calm question, non-linear problem, robust question as well as tracking question and so on. The research on inverted pendulum system has the profound significance in theory and project application. The correlative scientific research achievement has already applied to astronautics science technology and subject of robot and so many domains.This thesis encircled the inverted pendulum system, discuss the soft computing which including fuzzy control, nerve network(NN), as well as their mutual combination systematically, study the intelligent control algorithm of the inverted pendulum system. Towards to the single inverted pendulum, using the learning capability of nerve network to train membership function of the fuzzy controller, establishing a fuzzy controller to control the inverted pendulum through the Adaptive Neuro-Fuzzy Inference System(ANFIS).Towards to double inverted pendulums, it reduces the input variable dimension of the fuzzy controller by designing a fusion function using optimization control theory, solve the question of "rule explosion" successfully, and design the membership function and the fuzzy rule of Mamdani fuzzy controller using the expert knowledge, promoted the performance of fuzzy controller .Finally realized the inverted pendulum system's practicality control through programming, and obtained the satisfying control effect. The control result indicated that, the combination of two or more different intelligent control algorithm, can absorbs their merits, and counterbalances their defects mutually.
Keywords/Search Tags:Inverted pendulum, Fuzzy control, Nerve network, Fusion function
PDF Full Text Request
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