Energy consumption in mechanical systems using a certain nonlinear degenerate model

• Autorzy: Jamroziak K. , Bocian M. , Kulisiewicz M.
• Języki publikacji: EN

Abstrakty

EN

In modern engineering materials used for creating effective ballistic shields, the issues of evaluation of their energy consumption are extremely important. The paper presents a new way of solving this problem using a certain degenerate model with dry friction. This metod involves the use of specially derived identification equations which describe the decrease in potential energy of the system during its vibratory motion induced by a single pulse load. Analytical considerations have been verified using a computer simulation technique for selected examples.

Słowa kluczowe

EN

composite ballistic shields; modeling; degenerated model; dissipation; impact energy

• Wydawca: Polskie Towarzystwo Mechaniki Teoretycznej i Stosowanej
• Czasopismo: Journal of Theoretical and Applied Mechanics
• Rocznik: 2013
• Tom: Vol. 51 nr 4
• Strony: 827--835
• Opis fizyczny: Bibliogr. 36 poz., rys., tab.

Twórcy

autor

Jamroziak K.

• Gen. Tadeusz Kosciuszko Military Academy of Land Forces, Wrocław, Poland

autor

Bocian M.

• Wroclaw University of Technology, The Institute of Materials Science and Applied Mechanics, Wrocław, Poland

autor

Kulisiewicz M.

• Wroclaw University of Technology, The Institute of Materials Science and Applied Mechanics, Wrocław, Poland

Bibliografia

• 1. Abrate S., 1998, Impact on Composite Structures, Cambrige University Press, Cambrigde
• 2. Abrate S., 2010, Ballistic Impacts on Composite and Sandwich Structures, Major Accomplishments in Composite Materials and Sandwich Structures, DOI: 10.1007/978-90-481-3141-9 19
• 3. Baier A., Lubczyński T., 2009, Virtual simulation of mechatronics laboratory, Solid State Phenomena, 147-149, 930-935
• 4. Białas K., 2008, Polar graphs and structural numbers in synthesis of active and passive mechanical systems, Journal of Achievements in Materials and Manufacturing Engineering, 30, 1, 43-50
• 5. Białas K., 2010, Passive and active elements in reduction of vibrations of torsional systems, Solid State Phenomena, 164, 260-264
• 6. Białas K., 2012, Mechanical and electrical elements in reduction of vibrations, Journal of Vibroengineering, 14, 1, 123-128
• 7. Bocian M., Jamroziak K., Kulisiewicz M., Piesiak S., 2009, Analysis of absorbsing energy process in light ballistic shield (in Polish), Zeszyty Naukowe Politechniki Świętokrzyskiej – Budowa i Eksploatacja Maszyn, 12, 23-24, full text – CD-ROM
• 8. Bourke P., 2007, Ballistic Impact on Composite Armour, Cambrige University Press, Shrivenharn Wiltshire
• 9. Buchacz A., 1995, Modeling, synthesis and analysis of bar systems characterized by a cascade structure represented by graphs, Mechanism and Machine Theory, 30, 7, 969-986
• 10. Buchacz A., 2005, The expansion of the synthesized structures of mechanical discrete systems represented by polar graphs, Journal of Materials Processing Technology, 164, 1277-1280
• 11. Buchacz A., Płaczek M., 2009, Damping of mechanical vibrations using piezoelements, including influence of connection layer’s properties on the dynamic characteristic, Solid State Phenomena, 147/149, 869-875
• 12. Buchacz A., Płaczek M., 2010, Development of mathematical model of a mechatronic system, Solid State Phenomena, 164, 319-322
• 13. Buchacz A., Wojnarowski J., 1995, The modelling of vibrating bar systems with nonlinear changeable sections of robots by means of hypergraphs and structural numbers, Journal of the Franklin Iinstitute-Engineering and Applied Mathematics, 332B, 4, 443-467
• 14. Buchacz A., Wrobel A., 2010, Computer-aided analysis of piezoelectric plates, Solid State Phenomena, 164, 239-242
• 15. Buchmayr B., Hatzenbichler T., Kessler F., 2008, Vergleichende Untersuchungen zum Eindring und Durchziehverhalten von Feinblechen, BHM Berg und H¨uttenm¨annische Monatshefte, 153, 11, 443-449
• 16. Carlucci D.E., Jacobson S.S., 2008, Ballistic. Theory and Design of Guns and Ammunition, CRC Press by Taylor & Francis Group, LLC
• 17. García-Castillo K.S, Sánchez-Sáez S., Barbero E., 2012, Nondimensional analysis of ballistic impact on thin woven laminate plates, International Journal of Impact Engineering, 39, 1, 8-15
• 18. Hou W., Zhu F., Lu G., Fang D.-N., 2010, Ballistic impact experiments of metallic sandwich panels with aluminium foam core, International Journal of Impact Engineering, 37, 10, 1045-1055
• 19. Iluk A., 2012, Using the high-speed camera as measurement device in the dynamic material tests, Journal of Vibroengineering, 14, 1, 22-26
• 20. Jach K., Jamroziak K. Rutyna K., Szudrowicz M., Świerczyński R., 2004, Theoretical and experimental analysis of penetration of laminate panel by 9mm projectile driver to velocity of 350 m/s, Proceedings of 5th International Armament Conference, 371-378
• 21. Jamroziak K., Bocian M., 2008, Identification of composite materials at high speed deformation with the use of degenerated model, Journal of Achievements in Materials and Manufacturing Engineering, 28, 2, 171-174
• 22. Jamroziak K., Bocian M., 2010, Identification of pierced materials characteristics in the aspect of selected degenerated models, Journal of KONES, Powertrain and Transport, 17, 1, 169-176
• 23. Jamroziak K., Bocian M., Kulisiewicz M., 2010, Application examples of non-classical, elastic-damping models for ballistic impact process (in Polish), Modelowanie Inżynierskie, 40, 95-102
• 24. Jamroziak K., Bocian M., Kulisiewicz M., Piesiak S., 2009, Use of the degenerated models describing the piercing process of elements of machines under various strikes (in Polish), Zeszyty Naukowe Politechniki Świętokrzyskiej – Budowa i Eksploatacja Maszyn, 12, 25-26, full text – CDROM
• 25. Katz S., Grossman E., Gouzman I., Murat M., Wiesel E., Wagner H.D., 2008, Response of composite materials to hypervelocity impact, International Journal of Impact Engineering, 35, 12, 1606-1611
• 26. Kulisiewicz M., Bocian M., Jamroziak K., 2008, Criteria of material selection for ballistic shields in the context of chosen degenerated models, Journal of Achievements in Materials and Manufacturing Engineering, 31, 2, 505-509
• 27. Kulisiewicz M., Piesiak S., Bocian M., 2001, Identyfication of nonlinear damping using energy balance method with random pulse excitation, Journal of Vibration and Control, 7, 5, 699-710, DOI:10.1177/107754630100700505
• 28. Rusiński E., Lewandowski T., Karliński J., Jamroziak K., 2005, Experimental and numerical analysis of forming the ballistic resistance of special car (in Polish), Problemy Techniki Uzbrojenia, 94, 97-108
• 29. Sanchez-Galvez V., Brebbia C.A, Motta A.A., Anderson C.A., 2005, Computational Ballistics II, WIT Press Southampton, Boston
• 30. Sidney C., Borja E. Charles E. A., 2011, A new plasticity and failure model for ballistic application, International Journal of Impact Engineering, 38, 8/9, 755-764
• 31. Tabiei A., Nilakantan G., 2008, Ballistic impact of dry woven fabric composites: A review, Applied Mechanics Reviews, 61, DOI: 10.1115/1.2821711
• 32. Włodarczyk E., 2006, Terminal Ballistics of Gun Fire Projectiles (in Polish), WAT, Warszawa
• 33. Włodarczyk E., Jackowski A., 2008, Terminal Ballistics of Fast-Speed Projectiles (in Polish), WAT, Warszawa (in Polish)
• 34. Wróbel A., 2012, Kelvin Voigt’s model of single piezoelectric plate, Journal of Vibroengineering, 14, 2, 534-537
• 35. Żółkiewski S., 2010, Numerical application for dynamical analysis of rod and beam systems in transportation, Solid State Phenomena, 164, 343-348
• 36. Żółkiewski S., 2011, Dynamic flexibility of the supported-clamped beam in transportation, Journal of Vibroengineering, 13, 4, 810-816