비선형 추진기 모델을 사용한 HAUV의 한계싸이클 거동 시뮬레이션
- Alternative Title
- Limit Cycle Maneuver Simulation of the Hovering Autonomous Underwater Vehicle with a Nonlinear Thruster Model
- Abstract
- Most nonlinear dynamic systems show limit cycle behaviors. limit cycle behavior is a permanent output oscillation in the amplitude and frequency that are independent from input signals. Therefore, the limit cycle behavior causes detrimental effects on marine vehicle maneuver fir the underwater vehicle maneuver in the observation and docking motions, which require accarute position controls.
In this paper, 'Describing Function method' was used to analyze the limit cycle behavior. This Method is a convenient tool to derive a quasi-transfer function of a nonlinear system. A limit cycle behavior of HAUV with a nonlinear thruster model was simulated to figure out the effect of nonlinear thruster dynamic on the HAUV motion control. Traditional P-, PD- and PID-controller were applied to observe the effects of the limit cycle behavior on each controller.
Simulation using MATLAB/SIMULINK showed the nonlinear thruster systemdominated the response of HAUV motion control and cause a limit cycle behavior. In controller simulations, the PD controller showed better performance the the PID controller.
- Author(s)
- 김봉준
- Issued Date
- 2017
- Awarded Date
- 2017. 2
- Type
- Dissertation
- Keyword
- HAUV limit cycle nonlinear thruster
- Publisher
- 부경대학교 대학원
- URI
- https://repository.pknu.ac.kr:8443/handle/2021.oak/13699
http://pknu.dcollection.net/jsp/common/DcLoOrgPer.jsp?sItemId=000002334673
- Affiliation
- 부경대학교 대학원
- Department
- 대학원 기계설계공학과
- Advisor
- 백운경
- Table Of Contents
- 1.서론 1
1.1 연구배경 1
1.2 연구방법 4
1.3 연구범위 4
2.유체동역학이 포함된 추진기의 비선형 모델 5
2.1 추진기 모델 유도 5
2.2 추진기 모델의 검증 14
3.HAUV의 동역학 모델 21
3.1 HAUV의 선체 형상 및 주요 부품 21
3.2 HAUV의 운동방정식 23
4.한계싸이클 거동에 대한 해석이론 25
4.1 한계 싸이클 25
4.2 기술함수의 정의 28
4.3 추진기가 폐루프 거동에 미치는 영향 31
5.추진기 모델이 포함된 한계싸이클 거동 시뮬레이션 39
5.1 시뮬레이션 개요 39
5.2 HAUV의 한계싸이클 거동 시뮬레이션 40
6.결론 52
6.1요약 및 결론 52
참고문헌 54
부록 58
- Degree
- Master
-
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- 산업대학원 > 기계설계공학과
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