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Monte Carlo Simulation of MR Damper Landing Gear Taxiing Mode under Nonstationary Random Excitation 원문보기

항공우주시스템공학회지 = Journal of aerospace system engineering, v.14 no.4, 2020년, pp.10 - 17  

Lee, Hyo-Sang (Dept. of Aerospace and Mechanical Engineering) ,  Jang, Dae-Sung (Dept of Aerospace and Mechanical Engineering, Korea Aerospace University) ,  Hwang, Jai-Hyuk (Dept of Aerospace and Mechanical Engineering, Korea Aerospace University)

Abstract AI-Helper 아이콘AI-Helper

When an aircraft is taxiing, excitation force is applied according to the shape of the road surface. The sprung mass acceleration caused by the excitation of the road surface negatively affects the feeling of boarding. This paper addresses the verification process of the semi-active control method a...

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표/그림 (20)

AI 본문요약
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제안 방법

  • A study on vibration control of an active landing gear receiving random excitation has also been conducted [9]. For the study conditions, a statistical analysis was required since a random road surface has a different form for each road surface sample function, but this study did not employ a statistical method. The present study verifies the control characteristics and effects of t application of Skyhook Control Type 2 on the semi-active Magneto–Rheological (MR) damper landing gear, in comparison with the passive type (uncontrolled) and the existing Skyhook control gear.

데이터처리

  • A study analyzing the dynamic characteristics of aircraft landing gear on a non-stationary random road surface with actual runway characteristics was carried out in 1999 [8]. In this study, after modeling the aircraft landing gear as a nonlinear system, the characteristics of the landing gear were statistically identified through Monte-Carlo analysis. However, the landing gear model used in this study was analyzed only under the assumption of non-control as a passive landing gear with a pneumatic-hydraulic structure.

이론/모형

  • The white noise model suggested by Sinozuka was used to design the runway road surface, and the characteristics of the runway were taken into account. The sample runway surface obtained through this has a probabilistic property, and accordingly, Monte-Carlo simulation, which is a statistical analysis method, should be applied. The number of simulations and the number of sample functions were set to 1000, and this was determined by checking the statistical convergence of the simulation.
  • The present study verifies the control characteristics and effects of t application of Skyhook Control Type 2 on the semi-active Magneto–Rheological (MR) damper landing gear, in comparison with the passive type (uncontrolled) and the existing Skyhook control gear. To verify the control technique, Monte-Carlo simulation was applied.
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참고문헌 (17)

  1. D. Yadav and M. C. Nigam, "Ground Induced Non-stationary Response of Vehicles," Journal of Sound and Vibration, vol. 61, no. 1, pp. 117-126, 1978. 

  2. T. T. Soong and M. Grigoriu, Random Vibration of Mechanical and Structural Systems, Prentice-Hall, 1993. 

  3. K. Sobczyk, D. B. Macvean, and J. D. Robson, "Response to Profile Imposed Excitation with Randomly Varying Traversal Velocity," Journal of Sound and Vibration, vol. 52, no. 1, pp. 37-49, 1977. 

  4. H. S. Lee and J. H. Hwang, "A study on the taxing mode control technique of MR damper landing gear," The Society for Aerospace System Engineering 2018 Spring Conference, pp. 232-234, April 2018. 

  5. H. S. Lee and J. H. Hwang, "A Study on the Taxing Mode Control Technique of Landing System with MR Damper," The Society for Aerospace System Engineering 2019 Spring Conference, April 2019. 

  6. M. Sinozuka, "Monte Carlo solution of Structural Dynamics," Computers & Structures, vol. 2, pp. 855-874, 1972. 

  7. H. Wang, J.T. Xing, W.G. Price, and W. Li, "An investigation of an active landing gear system to reduce aircraft vibrations caused by landing impacts and runway excitations," Journal of Sound and Vibration, vol. 317, pp. 50-66, 2008. 

  8. J. S. Park, "Dynamic Analysis of Aircraft Landing Gear under Nonstationary Random Excitation Using Nonlinear Model," MS Thesis, Korea Aerospace University, Gyeong-gi, Republic of Korea, 1999 

  9. S. Sivakumar and A. P. Haran, "Mathematical model and vibration analysis of aircraft with active landing gears," Journal of Vibration and Control, vol. 21, pp. 229-245, 2015. 

  10. B. Milwitzky and F. Cook, "Analysis of Landing Gear Behavior," NACA TN 2755, 1952 

  11. N. Currey, "Aircraft Landing Gear Design Principles and Practices," AIAA Education Series, 1988 

  12. J. M. Tak, L. Q. Viet, and J. H. Hwang, "Hybrid Control of Aircraft Landing Gear using Magnetorheological Damper" Journal of Aerospace System Engineering, vol. 12, no. 1, pp. 1-9, February 2018. 

  13. N. C. Nigam and S. Narayanan, Application of Random Vibrations, Addison-Wesley, 1994. 

  14. H. Akcay, S. Turkay, A. Mugan, Aand. Kanbolat, "Stochastic Road and Track Modeling," 14th IFAC Symposium on System Identification, Bewcastle, Australia, vol. 39, pp. 1370-1375, 2006. 

  15. D. Karnopp, M. J. Crosby, and R. A. Harwood, "Vibration Control Using Semi-Active Force Generators," Journal of Engineering for Industry, vol. 96, no. 2, pp. 619-626, 1974. 

  16. K. G. Sung and S. B. Choi, "Ride Comfort Evaluation of Electronic Control Suspension Using a Magneto-rheological Damper," The Korean Society for Noise and Vibration Engineering, vol. 23 no. 5, pp. 463-471, 2013. 

  17. C. Han, B. G. Kim, B. H. Kang, and S. B. Choi, "Effects of magnetic core parameters on landing stability and efficiency of magnetorheological damper-based landing gear system," Journal of Intelligent Material Systems and Structures, vol. 31, pp. 198-208, January 2020. 

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