The plane problem for bonded elastic-viscoelastic half planes containing an
arbitrarily oriented crack in the vicinity of the interface is investigate
d. By using the Laplace transformation, the viscoelastic problem is first r
educed to an associated elastic one. The complex function method is used to
solve the associated elastic problem. Then, the solution of viscoelastic p
roblem is obtained by using the inverse Laplace transformation of the assoc
iated elastic results. The fracture parameters, such as the stress intensit
y factors and strain energy release rates, and the probable directions of c
rack propagation are determined for various crack orientation and distance
from the interface. The effect of elastic-viscoelastic interface on a crack
approaching it from either medium is discussed. (C) 2001 Elsevier Science
Ltd. All rights reserved.