Numerical Analysis of Composite Beams under Impact by a Rigid Particle
Subject Areas : Mechanical Engineering
1 - Department of Aerospace Engineering, Shahid Sattari Aeronautical University of Science Technology, Tehran, Iran
2 - Departmen of Mechanical Engineering, Amirkabir University of Technology, Tehran, Iran
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[1] Abrate S., 2011, Impact Engineering of Composite Structures, Springer Science & Business Media.
[2] Zener C., 1941, The intrinsic inelasticity of large plates, Physical Review 59(8): 669-673.
[3] Müller P., Böttcher R., Russell A., Trüe M., Aman S., Tomas J., 2016, Contact time at impact of spheres on large thin plates, Advanced Powder Technology 27(4): 1233-1243 .
[4] Boettcher R., Russell A., Mueller P., 2017, Energy dissipation during impacts of spheres on plates: Investigation of developing elastic flexural waves, International Journal of Solids and Structures 106: 229-239.
[5] Hunter S., 1957, Energy absorbed by elastic waves during impact, Journal of the Mechanics and Physics of Solids 5(3): 162-171.
[6] Reed J., 1985, Energy losses due to elastic wave propagation during an elastic impact, Journal of Physics D: Applied Physics 18(12): 2329.
[7] Weir G., Tallon S., 2005, The coefficient of restitution for normal incident, low velocity particle impacts, Chemical Engineering Science 60(13): 3637-3647.
[8] Kelly J. M., 1967, The impact of a mass on a beam, International Journal of Solids and Structures 3(2): 191-196.
[9] Sun C., Huang S., 1975, Transverse impact problems by higher order beam finite element, Computers & Structures 5 (5-6): 297-303.
[10] Yufeng X., Yuansong Q., Dechao Z., Guojiang S., 2002, Elastic impact on finite Timoshenko beam, Acta Mechanica Sinica 18(3): 252-263.
[11] Kiani Y., Sadighi M., Salami S. J., Eslami M., 2013, Low velocity impact response of thick FGM beams with general boundary conditions in thermal field, Composite Structures 104: 293-303.
[12] Rezvanian M., Baghestani A., Pazhooh M. D., Fariborz S., 2015, Off-center impact of an elastic column by a rigid mass, Mechanics Research Communications 63: 21-25.
[13] Ghatreh Samani K., Fotuhi A. R., Shafiei A. R., 2017, Analysis of composite beam, having initial geometric imperfection, subjected to off-center impact, Modares Mechanical Engineering 17(5): 185-192.
[14] Singh H., Mahajan P., 2016, Analytical modeling of low velocity large mass impact on composite plate including damage evolution, Composite Structures 149: 79-92.
[15] Shivakumar K. N., Elber W., Illg W., 1985, Prediction of impact force and duration due to low-velocity impact on circular composite laminates, Journal of Applied Mechanics 52(3): 674-680.
[16] Lam K., Sathiyamoorthy T., 1999, Response of composite beam under low-velocity impact of multiple masses, Composite Structures 44(2-3): 205-220.
[17] Ugural A. C., 2009, Stresses in Beams, Plates, and Shells, CRC Press.
[18] Elshafei M. A., 2013, FE Modeling and analysis of isotropic and orthotropic beams using first order shear deformation theory, Materials Sciences and Applications 4(01): 77.
[19] Reddy J. N., 2004, Mechanics of Laminated Composite Plates and Shells: Theory and Analysis, CRC press.
[20] Newmark N. M., 1959, A method of computation for structural dynamics, Journal of the Engineering Mechanics Division 85(3): 67-94.
[21] Hilber H. M., Hughes T. J., Taylor R. L., 1977, Improved numerical dissipation for time integration algorithms in structural dynamics, Earthquake Engineering & Structural Dynamics 5(3): 283-292.
[22] Shu C., Wang C., 1999, Treatment of mixed and nonuniform boundary conditions in GDQ vibration analysis of rectangular plates, Engineering Structures 21(2): 125-134.
[23] Reddy J., 2004, An Introduction to Nonlinear Finite Element Analysis, United State, Oxford.