이산계와 탄성 지지보의 동응답 및 진동 인텐시티 저감을 위한 목적함수 해석Analyses of the Cost function for the Reductions of the Dynamic Response and the Vibrational Intensity of a Discrete System and Its Elastic Supporting Beam
- Other Titles
- Analyses of the Cost function for the Reductions of the Dynamic Response and the Vibrational Intensity of a Discrete System and Its Elastic Supporting Beam
- Authors
- 김기만; 최성대
- Issue Date
- 2010
- Publisher
- 한국소음진동공학회
- Keywords
- Cost Function; Dynamic Response; Vibrational Intensity; Feed-forward Control; Input Power; 목적함수; 동응답; 진동인텐시티; 선먹임제어; 입력파워
- Citation
- 한국소음진동공학회논문집, v.20, no.1, pp 83 - 91
- Pages
- 9
- Journal Title
- 한국소음진동공학회논문집
- Volume
- 20
- Number
- 1
- Start Page
- 83
- End Page
- 91
- URI
- https://scholarworks.bwise.kr/kumoh/handle/2020.sw.kumoh/23016
- ISSN
- 1598-2785
2287-5476
- Abstract
- In this paper, the feasibility of the cost function having two control factors were discussed in compared to two others which has one different control factor respectively. As of the control factors, the dynamic response of a discrete system and the vibrational intensity at the reference point which is the connecting point of a discrete system to a flexible beam were controlled actively by the control force obtained from the minimization of the cost function. The method of feedforward control was employed for the control strategy. The reduction levels of the dynamic response of a discrete system and the vibrational intensity at a reference point, and also the input power induced by the control force were evaluated numerically in cases of the three different cost functions. In comparison with the results obtained from the cost functions of one control factor, which is the dynamic response or the vibrational intensity, in most cases of the cost function of two control factors the better or similar results were obtained. As a conclusion, it is surely noted that both the dynamic response and the vibrational intensity of the vibrating system be controlled up to the expected level by using the single cost function having two control factors.
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