Communications - Scientific Letters of the University of Zilina 2005, 7(1):16-21 | DOI: 10.26552/com.C.2005.1.16-21

An Analysis of Vehicle Vibration with Uncertain System Parameters

Milan Saga1, Milan Letrich1, Roman Kocur1
1 Faculty of Mechanical Engineering, Department of Applied Mechanics, University of Zilina, Slovakia

The study proposes an application of fuzzy arithmetic for analysis of randomly excited structures with uncertain or inexact system parameters. The purpose of the paper is to investigate possibilities of a fuzzy technique in a vehicle dynamic analysis. The solution of the problem will be realised in MATLAB using the program CAR_FUZ.M with a special module INTLAB.

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Published: March 31, 2005  Show citation

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Saga, M., Letrich, M., & Kocur, R. (2005). An Analysis of Vehicle Vibration with Uncertain System Parameters. Communications - Scientific Letters of the University of Zilina, 7(1), 16-21. doi: 10.26552/com.C.2005.1.16-21
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    References

    1. MOENS D., VANDEPITTE D.: Frequency response analysis of uncertain damped structures using the Fuzzy Finite Element Method, WCCM V, 7.-12. 7. 2002, Vienna, Austria.
    2. KULPA, Z., POWNUK, A., SKALNA, I.: Analysis of linear mechanical structures with uncertainties by means of interval methods, Computer Assisted Mechanics and Engineering Sciences, 1998, Vol. 5, Poland, pp. 443-477.
    3. KALINČÁK, D.: The power spectral densities of the measured track irregularities, Intern. Scient. Conf. "The transport of the 21st century", Warszawa, Poland, pp. 111-118
    4. FREIBAUER L.: Railway vehicles dynamics (in Czech), NADAS, Praha, 1991.
    5. MOORE R.E.: Methods and Applications of Interval Analysis, SIAM, Philadelphia, 1979. Go to original source...
    6. NEUMAIER A.: Interval Methods for Systems of Equations. Cambridge University Press, Cambridge, 1990. Go to original source...
    7. MAGLARAS G., EFSTRATIOS N., HAFTKA R. T., CUDNEY H. H.: Experimental comparison of probabilistic methods and fuzzy set based methods for designing under uncertainty, Uncertainty modelling in Vibration and Fuzzy Analysis of structural Systems, Series on Stability, Vibration and control of Systems, Series B: Vol. 10, world Scientific Publishing Company, Singapore, 1997, pp. 253-318. Go to original source...
    8. HANSS, M.: A nearly strict fuzzy arithmetic for solving problems with uncertainties, 19th Int. Conf. of the North American Fuzzy Information Processing Society - NAFIPS '2000, pp. 439-443, Atlanta, USA, 2000.
    9. ZADEH, L. A.: Fuzzy sets, Information and Control, vol. 8, pp.338-353, 1965. Go to original source...
    10. ELISHAKOFF, I., DUAN, D.: Application of Mathematical Theory of Interval Analysis to Uncertain Vibrations, Proc. of NOISECON'94, Ft. Lauderdale, Florida, pp. 519-524, 1994.
    11. NOVÁK, V: Fuzzy sets and their applications (in Czech), SNTL Praha, 1990.

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