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K. Michalczyk

R eferences [1] S.V. Sorokin, “Linear dynamics of elastic helical springs: asymptotic analysis of wave propagation”, Proc. R. Soc. A 465, 1513‒1537 (2009). [2] S. Wang, S. Lei, J. Zhou, and H. Xiao, “Mathematical model for determination of strand twist angle and diameter in stranded-wire helical springs”, Journal of Mechanical Science and Technology 24 (6), 1203‒1210 (2010). [3] J. Snamina and B. Sapiński, “Energy balance in self-powered MR damper-based vibration reduction system”, Bull. Pol. Ac.: Tech . 59 (1), 75‒80 (2011). [4] D

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Cristian Andone, Sorin Demetriu and Alexandru Aldea

References [1]. Ivanovic, S.S., Trifunac, M.D., Todorovska, M.I. (2000). Ambient Vibration Tests of Structures – A Review, ISET Journal of Earthquake Technology , Paper No. 407, Vol. 37, No. 4. [2]. Giraldo, D., Song, W., Dyke, S., and Caicedo, J. (2009). Modal Identification through Ambient Vibration: Comparative Study J. Eng. Mech., 135(8), pp. 759–770. [3]. Brincker, R. (2014). Some Elements of Operational Modal Analysis. Shock and Vibration , Article Research Article ID 325839, pp. 11. [4]. Orlowitz, E., Andersen, P., Brandt, A

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Everaldo de Barros, Carlos d’Andrade Souto and Mauro Hugo Mathias

References [1] Nayfeh, A.H., Mook, D.T. (1979). Nonlinear Oscillations . New York: Wiley. [2] Moon, F.C. (1987). Chaotic Vibrations . New York: Wiley. [3] Nayfeh, A.H. (2000). Nonlinear Interactions : Analytical, Computational, and Experimental Methods. New York: Wiley. [4] Rand, R.H. (2003). Lectures Notes on Nonlinear Vibrations . Dept. Theoretical & Applied Mechanics, Cornell University, Ithaca, New York. [5] Nayfeh, A.H., Pai, A.F. (2004). Linear and Nonlinear Structural Mechanics . New York: Wiley. [6] Lacarbonara

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A. Światoniowski and O. Bar

References [1] A. Bar, A. Swiatoniowsk i, Analysis of chattering phenomena in cold rolling structures Waves Biomedical Engeneering 10, 1, (Structural Acoustic) 81-90 (2001). [2] J. Nizioł, O. Ba r, Drgania belki Timoshenki na nieliniowym podłozuzuwzglednieniem harmonicznego wymuszeniairozpraszania energii, Czasopismo Techniczne 5-M, 243-255 (2004). [3] A. Bar, O. Ba r, Types of mid-frequency vibrations appearing during the rolling mill operation, Journal of Materials Processing Technology 162-163, 15

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Kazimierz Szmidt and Benedykt Hedzielski

References Nowacki W. (1972) Dynamics of Structure (in Polish), Arkady, Warszawa. Kerr A. D. & Palmer W. T. (1972) The deformation and stresses in floating ice plates, Acta Mechanica , 15 . Sawicki A. (1975) Dynamics of floating roofs (in Polish), Engineering Transactions , 2 . Sawicki A. (1976) Certain problems of hydroelasticity of plates (in Polish), Theoretical and Applied Mechanics , 1 [14], 3–17. Solecki R. (1966) Vibrations of a floating plate I , Bulletin of the Polish Academy of Sciences , Series Tech. Sc. 11

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Radim Sifta, Petr Munster, Petr Sysel, Tomas Horvath, Vit Novotny, Ondrej Krajsa and Miloslav Filka

long perimeters. In Proceedings of the SPIE, Sensors, and Command, Control, Communications, and Intelligence (C3I) Technologies for Homeland Security and Homeland Defense IV, 5778, 692‒703. [4] Yuelan, L., Tao, Z., Liang, C., Xiaoyi, B. (2010). Distributed Vibration Sensor Based on Coherent Detection of Phase-OTDR. Journal of lightwave Technology, 28(22), 3243‒3249, doi: 10.1109/JLT.2010.2078798. [5] Hanacek, F., Latal, J., Siska, P., Vasinek, V., Koudelka, P., Skapa, J., Hurta, J. (2010). Fiber optic sensor for high temperatures

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Zdzisław Gosiewski and Andrzej Koszewnik

. J. of Mathematics Sciences , 1 (1), (2007). Y. Shaoze and L. Zhan: Optimal placement of active members for truss structure using genetic algorithm. ICIC, Part II, LNCS 3645 , (2005), 386-395. A. Preumont: Vibration control of active structures, An introduction. Kluwer Academic Publishers, 2001. B. Xu and J. S. Jiang: Integreted optimization of structure and control for piezoelectric intelligent trusses with uncertain placement of actuators and sensors. Computational Mechanics , 33

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Belem Saldivar, Sabine Mondié and Juan Carlos Ávila Vilchis

References Anabtawiii, M. (2011). Practical stability of nonlinear stochastic hybrid parabolic systems of Itô-type: Vector Lyapunov functions approach, Nonlinear Analysis: Real World Applications 12(1): 1386-1400. Bailey, J. and Finnie, I. (1960). An analytical study of drillstring vibration, Journal of Engineering for Industry, Transactions of the ASME 82(2): 122-128. Ben-Tal, A. and Zibulevsky, M. (1997). Penalty/barrier multiplier methods for convex programming problems, SIAM Journal on Optimization 7(2): 347

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Mădălina Dumitriu

References [1] Sebes¸an I., Mazilu T.: Vibrations of the railway vehicles (in Romanian), MatrixRom Publishing House, Bucharest, 2010. [2] Wickens A.H.: Static and dynamic instabilities of bogie railway vehicles with linkage steered wheelsets, Vehicle System Dynamics, Vol. 26, 1996, pp. 1-16. [3] Whitman A.M.: On the lateral stability of a flexible truck, Journal of Dynamic Systems, Measurement and Control, Vol. 105, 1983, pp. 120-125. [4] Whitman A.M., Molyneux J.E.: Limit cycle behavior of a

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Kazimierz Trębacki

References Cho J. R., Lee H. W. and Kim K. W.: Free vibration analysis of baffled liquid-storage tanks by the structural-acoustic finite element formulation , J. Sound and Vibration , 258, 847, 2002 Kekana M. and Badur J.: Modeling of beams using the reduced integration technique-statics and free vibration, Res.Dev.J. , 16, 9, 2000 Kobayashi E., Asai S.: A study on a mathematical model for maneuvering motions at low speed (in Japanese), J Kansai Soc. Nav. Archit. , 193, 27