Issue 29

R Massabò, Frattura ed Integrità Strutturale, 29(2014) 230-240; DOI: 10.3221/IGF-ESIS.29.20 240 [14] Librescu, L., and Schmidt, R., A general theory of laminated composite shells featuring interlaminar bonding imperfections, Int J Solids Struct, (2001) 3355-3375. [15] Di Sciuva M, Gherlone M. A global/local third-order Hermitian displacement field with damaged interfaces and transverse extensibility FEM formulation. Compos Struct 59 (2003) 433–44. [16] Chen, W. Q., Cai, J. B., and Ye, G. R., Exact solutions of cross-ply laminates with bonding imperfections, AIAA J, 41 (11) (2003) 2244-2250. [17] Tessler, A., Di Sciuva, M., Gherlone, M., A refined beam theory for composite and sandwich beams, Journal of Composite Materials 43 (9) (2009) 1051-1081. [18] Massabò, R., Campi, F., Assessment and correction of theories for multilayered plates with imperfect interfaces, Meccanica, 2014, in press. [19] Massabò R. and Campi F., An efficient approach for multilayered beams and wide plates with imperfect interfaces and delaminations, Compos Struct 116 (2014) 311-324. [20] Sridhar, N., Massabò, R., Cox, B.N., and Beyerlein, I., Delamination dynamics in through-thickness reinforced laminates with application to DCB specimen, Int J Fracture, 118 (2002) 119-144 [21] Massabò, R., Mumm, D., and Cox, B.N., Characterizing mode II delamination cracks in stitched composites, Int J Fracture, 92(1) (1998) 1-38. [22] Bert, CW, Simplified analysis of static shear factors for beams of nonhomogeneous cross section, J Composite Materials, 3, 525, 1973. [23] Andrews, M.G. and Massabò, R., The effects of shear and near tip deformations on energy release rate and mode mixity of edge-cracked orthotropic layers, Eng Fract Mech, 74 (2007) 2700-2720.