This paper is devoted to modeling elastic behavior of laminated composite s
hells, with special emphasis on incorporating interfacial imperfection. The
conditions of imposing traction continuity and displacement jump across ea
ch interface are used to model imperfect interfaces. Vanishing transverse s
hear stresses on two free surfaces of a shell eliminate the need for shear
correction factors. A linear theory underlying elastostatics and kinetics o
f laminated composite shells in a general configuration is presented from H
amilton's principle. In the special case of vanishing interfacial parameter
s, this theory reduces to the conventional third-order zigzag theory for pe
rfectly bonded laminated shells. Numerical results for bending and vibratio
n problems of laminated circular cylindrical panels are tabulated and plott
ed to indicate the influence of the interfacial imperfection. (C) 2000 Else
vier Science Ltd. All rights reserved.