[1] Koller M.G., Elastic impact of spheres on sandwich plates, J. App. Math. Phy., Vol. 37, 1986.
[2] Nemes JA., Simmonds KE., Low Velocity Impact Response of Foam-Core Sandwich Composites, J. Comp. Mate., Vol. 26, pp. 500-519, 1992.
[3] Abrate S., Localized Impact on Sandwich Structures With Laminated Facings, J. app. Mech., vol. 50, pp. 69-82, 1997.
[4] Hoo Fatt M.S., Park K.S., Dynamic Models for Low-Velocity Impact Damage of Composite Sandwich Panels-Part B: Damage Initiation. Comp. Struc., Vol. 52, pp. 353-364, 2001.
[5] Hoo Fatt M.S., Park K.S., Dynamic Models for Low-Velocity Impact Damage of Composite Sandwich Panels-Part A: Deformation, Comp. Struc. , Vol. 52, pp. 335-351, 2001.
[6] Koissin V., Skvortsov V., Krahmalev S., Shilpsha A., The Elastic Response of Sandwich Structures to Local Loading, Comp. Struc., Vol. 63, pp. 375-385, 2004.
[9] Matsunaga H., Free vibration and stability of angle-ply laminated composite and sandwich plates under thermal loading, Comp Struc., Vol. 77, pp. 249–262, 2007.
[10] Frostig Y., Thomsen O.T., On the free vibration of sandwich panels with a transversely flexible and temperature-dependent core material – Part I: Mathematical formulation, Comp. Sci. Tech., Vol. 69, pp. 856–862, 2009.
[11] Frostig Y., Thomsen O.T., On the free vibration of sandwich panels with a transversely flexible and temperature-dependent core material – Part II: Numerical study, Comp. Sci. Tech, Vol. 69, pp. 863–869, 2009.
[12] Carrera E., A class of two-dimensional theories for anisotropic multilayered plates analysis, Atti Accad Sci Torino Mem Sci Fis, 19–20,1–39, 1995.
[13] Zhang S., Dulieu-Barton J.M., Fruehmann R.K., Thomsen O.T., A Methodology for Obtaining Material Properties of Polymeric Foam at Elevated Temperatures, Exp. Mech., Vol. 52, pp. 3–15, 2012.
[14] Reddy J.N., An Introduction to the finite element method, 2nd ed, McGraw-Hill, New York, 1993.
[15] Abrate S., 1991. Impact on Laminated Composite Materials, Appl. Mech. Rev. 44, 155-190.
[16] Khalili M.R., Analysis of the Dynamic Response of Large Orthotropic Elastic Plates to Transverse Impact and Its Application to Fiber Reinforced Plates, Ph.D. Thesis, Indian Institute of Technology, Delhi. 1992.
[17] Khalili M.R., Malekzadeh K, Mittal R.K, Effect of physical and geometrical parameters on transverse low-velocity impact response of sandwich panels with a transversely flexible core,Comp. Struc. Vol. 77, pp. 430-443, 2007.
[18] Choi I.H., Lim C.H., Low-velocity impact analysis of composite laminates using linearized contact law, Comp. Struc., Vol. 66, pp. 125-132, 2004.
[19] Shivakumar K.N., Elber W., Iiig W., "Prediction of Impact Force and Duration due to Low-Velocity Impact on Circular Composite Laminates, J. App. Mech., Vol. 52, pp. 674-680, 1985.
[20] Kulkarni S.D., Kapuria S., "Free vibration analysis of composite and sandwich plates using an improved discrete Kirchhoff quadrilateral element based on third order zigzag theory", Comput Mech. Vol. 42, No. 6, pp. 803–24, 2008
[21] Carrera E., Brischetto S., A survey with numerical assessment of classical and refined theories for the analysis of sandwich plates, Applied Mechanics Reviews, 62, 010803 (17 pages), 2009.
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