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ITS » Undergraduate Theses » S1 Teknik Elektro
Posted by setiawan04@its.ac.id at 15/11/2010 10:19:52  •  919 Views


SWING-UP DAN TRACKING PADA PENDULUM TERBALIK MENGGUNAKAN KONTROL FUZZY

SWING-UP AND TRACKING OF INVERTED PENDULUM USING FUZZY CONTROL

Created by :
HIDAYAT, RAHMAT ( 2206100128 )



Subjectkontrol jarak jauh
Alt. Subject Automatic control
Fuzzy systems
KeywordFuzzy
Pendulum
Swing-up
Tracking

Description:

Pendulum terbalik merupakan sistem nonlinear dan tidak stabil yang sering digunakan untuk menguji performansi dan efisiensi metode-metode kontrol. Terdapat dua permasalahan dalam perancangan sistem kontrol pada pendulum terbalik dalam tugas akhir ini. Permasalahan yang pertama adalah swing-up, yaitu mengayunkan batang pendulum dari posisi menggantung ke posisi terbalik. Permasalahan yang kedua adalah tracking, yaitu mengontrol kereta agar bergerak mengikuti sinyal referensi dengan mempertahankan kestabilan batang pendulum tetap pada posisi terbalik. Fuzzy Swing-up Controller (FSC) dirancang untuk melakukan swing-up dengan memperhitungkan batasan panjang rel dan sinyal kontrol. Sedangkan permasalahan tracking diselesaikan menggunakan Fuzzy Tracking Controller (FTC). Pendulum terbalik didekati dengan model fuzzy Takagi-Sugeno (T-S) di sekitar state ekuilibriumnya. Berdasarkan model tersebut, aturan kontroler disusun dengan konsep Parallel Distributed Compensation (PDC). Sistem kontrol tracking yang digunakan adalah kompensator. Kontroler hasil disain diuji melalui simulasi dan implementasi pada plant nyata pendulum terbalik. Berdasarkan pengujian diperoleh hasil bahwa sistem kontrol tersebut mampu melakukan swing-up dan mengontrol posisi kereta mengikuti sinyal referensi sekaligus mempertahankan kestabilan batang pendulum pada posisi terbalik.


Alt. Description

Inverted pendulum is an unstable nonlinear system that is often used to test the performance and efficiency of the control methods. There are two problems in control system design of inverted pendulum in this final project. The first problem is swing-up, that is swinging up pendulum from pendant position to inverted position. The second problem is tracking, that is controlling the cart to follow the reference signal while keeping pendulum still in the inverted position. Fuzzy Swing-up Controller (FSC) was designed to perform swing-up on a limited rail under the constraints of control signal. While the tracking problem was finished using Fuzzy Tracking Controller (FTC). The inverted pendulum is approximated by a Takagi-Sugeno (T-S) fuzzy model in a small range of angle near its equilibrium state. Based on this model, the controller rule was designed with Parallel Distributed Compensation (PDC) concept. The designed controller was simulated and implemented to the real plant of inverted pendulum. Based on the test, the result is the control system can perform swing-up and control the cart to follow the reference signal while keeping pendulum still in the inverted position.

Contributor:
  1. Prof. Dr. Ir. Achmad Jazidie, M.Eng
Date Create:29/06/2010
Type:Text
Format:pdf.
Language:Indonesian
Identifier:ITS-Undergraduate-3100010039973
Collection ID:3100010039973
Call Number:RSE 629.801 511 313 Hid s


Source :
Undergraduated Thesis, Electrical Engineering, RSE 629.801 511 313 Hid s, 2010

Coverage :
ITS Community

Rights :
Copyright @2010 by ITS Library. This publication is protected by copyright and per obtained from the ITS Library prior to any prohibited reproduction, storage in a re transmission in any form or by any means, electronic, mechanical, photocopying, reco For information regarding permission(s), write to ITS Library


Publication URL :
http://digilib.its.ac.id/swingup-dan-tracking-pada-pendulum-terbalik-menggunakan-kontrol-fuzzy-12687.html




[ Free Download - Free for All ]

  1.  ITS-Undergraduate-12687-swing-up-dan-tracking-pada-pendulum-terbalik-menggunakan-kontrol-fuzzy.pdf - 74 KB
  2.  ITS-Undergraduate-12687-swing-up-and-tracking-of-inverted-pendulum-using-fuzzy-control.pdf - 62 KB
  3.  ITS-Undergraduate-12687-Approval_Sheet.pdf - 7 KB
  4.  ITS-Undergraduate-12687-Abstract_id.pdf - 7 KB
  5.  ITS-Undergraduate-12687-Abstract_en.pdf - 7 KB
  6.  ITS-Undergraduate-12687-Preface.pdf - 8 KB
  7.  ITS-Undergraduate-12687-Table_of_Content.pdf - 10 KB
  8.  ITS-Undergraduate-12687-Tables.pdf - 5 KB
  9.  ITS-Undergraduate-12687-Illustrations.pdf - 25 KB
  10.  ITS-Undergraduate-12687-Bibliography.pdf - 58 KB
  11.  ITS-Undergraduate-12687-Biography.pdf - 18 KB
  12.  ITS-Undergraduate-12687-Chapter1.pdf - 38 KB
  13.  ITS-Undergraduate-12687-Conclusion.pdf - 6 KB
  14.  ITS-Undergraduate-12687-Paper.pdf - 380 KB
  15.  ITS-Undergraduate-12687-Presentation.pdf - 1600 KB

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  2. ITS-Undergraduate-12687-Chapter3.pdf - 217 KB
  3. ITS-Undergraduate-12687-Chapter4.pdf - 200 KB
  4. ITS-Undergraduate-12687-Enclosure.pdf - 491 KB



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