슬라이딩모드 제어기법을 이용한 비홀로노믹 RTGC 주행제어에 관한 연구
- Alternative Title
- A Study on Tracking Control of a Nonholonomic RTGC Using Sliding Mode Control
- Abstract
- From the middle of the 1990’s an automated RMGC(Rail-Mounted Gantry Crane) and RTGC(Rubber-Tired Gantry Crane) have been developed and widely used to handle containers in the yard.
The tracking control is one of the most important factor in the automation of RTGC(Rubber-Tired Gantry Crane). But it has some considerable disadvantages in the system operating. It is that in general the steering equipment is not available. Therefore we may regard the RTGC as a nonholonomic system. A specific feature of nonholonomic system is the constraints imposed on the motion. That is the constraints which cannot be written as a time derivative function of on the generalized coordinates. The position control of nonholonomic RTGC has been treated as a class of control problems.
Especially, In this paper, the system modeling and tracking control approach are discussed. And, we design the robust tracking control of nonholonomic RTGC using sliding mode. Where, the condition for existence of the estimator is denoted by a Linear Matrix Inequality(LMI) which give an optimized solution. The experiment results show the desirable performance and usefulness of the designed control system.
- Author(s)
- 이동석
- Issued Date
- 2012
- Awarded Date
- 2012. 2
- Type
- Dissertation
- Keyword
- RTGC 비홀로노믹 슬라이딩모드 주행제어
- Publisher
- 부경대학교 대학원
- URI
- https://repository.pknu.ac.kr:8443/handle/2021.oak/9051
http://pknu.dcollection.net/jsp/common/DcLoOrgPer.jsp?sItemId=000001965530
- Alternative Author(s)
- Lee, Dong Seok
- Affiliation
- 부경대학교 대학원
- Department
- 대학원 제어기계공학과
- Advisor
- 김영복
- Table Of Contents
- Abstract=ⅲ
기호설명=ⅴ
제 1 장 서 론=1
1.1 연구의 배경=1
1.2 연구의 목적=5
1.3 논문의 구성=6
제 2 장 비홀로노믹 구속조건을 이용한 모델링=7
2.1 운동학적 모델링=7
2.2 동력학적 모델링=11
2.3 파라미터 값=15
제 3 장 제어기의 설계=18
3.1 슬라이딩 모드 이론=18
3.2 LMI를 이용한 슬라이딩 평면 설계법=19
제 4 장 시뮬레이션 및 실험=27
4.1 시뮬레이션=27
4.2 실험 준비=30
4.3 실험결과 및 고찰=33
제 5 장 결 론=36
참 고 문 헌=37
- Degree
- Master
-
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- 대학원 > 제어기계공학과
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