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Łukasz Jastrzębski and Bogdan Sapiński

and Structures , 16, 2323¬–9. 4. Choi Y. T., Werely N. M. (2009), Self-powered magnetorheological dampers, Journal of Vibration Acoustics , 131, 44–50. 5. Guo S., Yang S., Pan C. (2006), Dynamic modeling of magnetorheological damper behaviors, Journal of Intelligent Material Systems and Structures , 17, 1, 3-14. 6. Kwok N.M, Ha Q.P., Nguyen T.H., Li J., Samali B. (2006), A novel hysteretic model for magnetorheological fluid dampers and parameter identification using particle swarm, Sensors and Actuators A , 132, 441-451. 7. Rosół M

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R. Burdzik, A. Lisiecki, J. Warczek, Ł. Konieczny, P. Folęga, A. Szkliniarz and G. Siwiec

metallurgical reactor used for platinum recovery, Archives of Civil and Mechanical Engineering 15, 1, 171-178 (2015). [21] R. Burdzik, Research on the influence of engine rotational speed to the vibration penetration into the driver via feet - multidimensional analysis, Journal of Vibroengineering 15(4), 2114-2123 (2013). [22] R. Burdzik, Identification of structure and directional distribution of vibration transferred to car-body from road roughness, submitted to Journal of Vibroengineering 16(1), 324-333(2014). [23] R. Doleček

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Ludĕk Pešek, Ladislav Půst, Vítĕzslav Bula and Jan Cibulka

References 1. Augustyn E., Kozien M.S. (2014), A Study on Pos- sibility to Apply Piezoelectric Actuators for Active Re- duction of Torsional Beams Vibrations, Acta Physica Polonica, 125, 4A, A164-A168. 2. Bell A.J. (1993), Multilayer ceramic processing, Fer- roelectric Ceramics, Birkh¨auser Verlag, Basel, 241-271. 3. Jarzyna W., Augustyniak M., Bochenski M., Warminski J. (2012), PD and LQR controllers ap- plied to vibration damping of an active composite beam, Przeglad Elektrotechniczny, 88, 10B, 128

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Małgorzata Jastrzębska, Marian Łupieżowiec, Rafał Uliniarz and Artur Jaroń

References [1] CIESIELSKI R., KWIECIEŇ A., STYPUŁA K., Vibrations Propagation in Subsoil Superficial Layers , Monograph, 263, Krakow University of Technology Publishers, 1999, (in Polish). [2] GRYCZMAŇSKI M., ULINIARZ R., A simple critical state model with small strain nonlinearity for overconsolidated soils , Foundations of Civil and Environmental Engineering, 2008, 12, 49-60. [3] JARDINE R.J., POTTS D.M., FOURIE A.B., BURLAND J.B., Studies of the influence of nonlinear stress-strain characteristics in soil structure interaction , Geotechnique, 1986

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Jaime Ramis, Enrique Segovia, Jesús Alba, Jesús Carbajo and Luís Godinho

assess the effects of the incidence angle on the reduction index , Acta Acustica, 93 , 3, 364-374. Clasen D., Langer S. (2007), Finite Element Approach for Flanking Transmission in Building Acoustics , Building Acoustics, 14 , 1, 1-14. Craik R. (2001), The contribution of long flanking paths to sound transmission in buildings , Applied Acoustics, 62 , 1, 2946. Crispin C., Mertens C., Blasco M., Ingelaere B., Van Damme M., Wuyts D. (2004), The vibration reduction index Kij: laboratory

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J. Jam, M. Zadeh, H. Taghavian and B. Eftari

. Brush D. O., Almroth B. O.: Buckling of bars, plates, and shells , McGraw-Hill, New York, 1975. Bruhn E. F.: Analysis and design of flight vehicle structures , Jacobs Publishing, Carmel, 1973. Ramm E.: Buckling of shells , Springer, Berlin, 1982. Gerdon G., Gurdal Z.: Optimal design of geodesically stiffened composite cylindrical shells , Journal of AIAA, 23(11) (1985), 1753-61. Troisky M. S.: Stiffened plates, bending, stability and vibration , Elsevier

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Anna Perelomova and Magdalena Kusmirek

References 1. Gordiets A.I., Osipov A.I., Stupochenko E.V., Shelepin L.A. (1973), Vibrational relaxation in gases and molecular lasers , Soviet Physics Uspekhi, 15 , 6, 759-785. 2. Kogan Ye.A., Molevich N.E. (1986), Acoustical wave in nonequilibrium molecular gas , Russian Physics Journ, 29 , 7, 53-58. 3. Makaryan V.G., Molevich N.E. (2007), Stationary shock waves in nonequilibrium media , Plasma Sources Sci. Technol., 16 , 124-131. 4. Molevich N.E. (2003), Sound velocity

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Dae Seung Cho, Nikola Vladimir and Tae Muk Choi

References Aksu, G. and Ali, R., 1976. Determination of dynamic characteristics of rectangular plates with cut-outs using a finite difference formulation. Journal of Sound and Vibration, 44(8), pp.147-158. Cho, D.S., Vladimir, N. and Choi, T.M., 2013. Approximate natural vibration analysis of rectangular plates with openings using assumed mode method. International Journal of Naval Architecture and Ocean Engineering, 5(3), pp.478-491. Cho, D.S., Vladimir, N. and Choi, T.M., 2014. Natural vibration analysis of

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B. Carstanjen, M. Balali, Z. Gajewski, K. Furmanczyk, A. Bondzio, B. Remy and H. Hartmann

References Aminian-Far A, Hadian MR, Olyaei G, Talebian S, Bakhtiary AH ( 2011 ) Whole-body vibration and the prevention and treatment of delayed-onset muscle soreness. J Athl Train 46: 43-49. Carstanjen B, Sulon J, Banga-Mboko H, Beckers JF, Remy B ( 2003 ) Development and validation of a specific radioimmunoassay for equine osteocalcin. Domest Anim Endocrinol 24: 31-41. Davies CT, Few JD ( 1973 ) Effects of exercise on adrenocortical function. J Appl Physiol 35: 887-891. Dovio A, Roveda

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J. Snamina and B. Sapiński

structure", J. Mechanical Science and Technology 21, 844-983 (2007). H.J. Jung, D.D. Jang, H.J. Lee, I.W. Lee, and S.W. Cho, "Feasibility test of adaptive passive control system using MR fluid damper with electromagnetic induction", J. Engineering Mechanics 136, 254-259 (2010). B. Sapiński, "Vibration power generator for a linear MR damper", Smart Materials and Structures 19, 1050-1062 (2010). http://www.lord.com S. Guo, S. Yang, and C. Pan, "Dynamic modeling of