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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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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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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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G. Stein, R. Chmúrny and V. Rosík

References European Commission. (2002). Directive 2002/44/EC of the European Parliament and of the Council of 25 June 2002 on the minimum health and safety requirements regarding the exposure of workers to the risks arising from physical agents (vibration). Official Journal of the European Communities , L 177, 13-19. European Committee for Standardisation. (2007). Mechanical Vibration - Measurement and Calculation of Occupational Exposure to Whole-Body Vibration with Reference to Health - Practical

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L. Starek, D. Starek, P. Šolek and A. Stareková

-84. I. BRUANT and L. PROSLIER: Optimal location of actuators and sensors in active vibration control. J. of Intel. Material Systems and Structures , 16 (2005), 197-206. A. E. BRYSON and Y.-C. HO: Applied optimal control, optimization, estimation, and control. New York, Hemisphere, 1975. M. I. J. CHANG and T. T. SOONG: Optimal controller placement in modal control of complex systems. J. of Mathematical Analysis and Applications , 75 (1980), 340-358. A. HAC and S. RADKOWSKI: Application

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Haifeng Huang, Huajiang Ouyang, Hongli Gao, Liang Guo, Dan Li and Juan Wen

R eferences [1] Tiwari, R., Gupta, V.K., Kankar, P.K. (2015). Bearing fault diagnosis based on multi-scale permutation entropy and adaptive neuro fuzzy classifier. Journal of Vibration and Control , 21 (3), 461-467. [2] Jardine, A.K., Lin, D., Banjevic, D. (2006). A review on machinery diagnostics and prognostics implementing condition-based maintenance. Mechanical Systems and Signal Processing , 20 (7), 1483-1510. [3] Kankar, P.K., Sharma, S.C., Harsha, S.P. (2011). Fault diagnosis of high speed rolling element bearings due to localized

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Adam Brański and Stanisław Szela

References A. Brański and S. Szela: On the quasi optimal distribution of PZTs in active reduction of the triangular plate vibration. Archives of Control Sciences , 17 (4), (2007), 427-437. A. Brański and S. Szela: Improvement of effectiveness in active triangular plate vibration reduction. Archives of Acoustics , 33 (4), (2008), 521-530. A. Brański and S. Szela: Evaluation of active vibration reduction of the triangular plate via acoustic field parameter. Open Seminar on

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Jerzy Kasprzyk, Piotr Krauze, Sebastian Budzan and Jaroslaw Rzepecki

References [1] S. B udzan and J. K asprzyk : Fusion of 3D laser scanner and depth images for obstacle recognition in mobile applications. Optics and Lasers in Engineering , 77 (2016), 230-240. [2] A. C hamseddine and H. N oura : Control and Sensor Fault Tolerance of Vehicle Active Suspension. IEEE Trans. on Control Systems Technology , 16 (2008), 416-433. [3] D. K arnopp , M.J. C rosby and R.A. H arwood : Vibration control using semiactive force generators. J. of Engineering for Industry , 96 (1974), 619-626. [4] J. K asprzyk

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Dibya Jena, Manpreet Singh and Rajesh Kumar

References Orhan, S., Akturk, N., Celik, V. (2006). Vibration monitoring for defect diagnosis of rolling element bearings as a predictive maintenance tool: Comprehensive case studies. NDT&E International , 39, 293-298. Zarei, J., Poshtan, J. (2009). An advanced Park's vectors approach for bearing fault detection. Tribology International , 42, 213-219. National Instruments. (2007). LabVIEW - Advance Digital Signal Processing User Manual. Ban, J. E., Rho, B

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Piotr Przybyłowicz and Tomasz Szmidt

References J. Awrejcewicz and L. P. Dzyubak: Quantifying smooth and nonsmooth regular and chaotic dynamics. Int. J. of Bifurcation and Chaos , 15 (6), (2005), 2041-2055. J. Awrejcewicz and L. P. Dzyubak: Influence of hysteretic dissipation on chaotic responses. J. of Sound and Vibration , 284 (2005), 513-519. J. Awrejcewicz and R. Mosdorf: Numerical analisis of chosen chaotic dynamical problems. WNT, Warsaw, 2003, (in Polish). G. Bertotti: Hysteresis