A novel cohesive surface model for crazing in polymers is developed. The mo
del incorporates the initiation, growth and breakdown of crazes based on mi
cromechanical considerations. The initiation of crazes is controlled by the
stress state, in particular by the hydrostatic stress and cohesive surface
normal traction. The widening of a craze is based on a rate-dependent visc
oplastic formulation and failure of the craze occurs when the fibrils reach
a material-dependent maximum extension. Crazing is simulated using a high
density of cohesive surfaces immersed in the continuum. The finite element
method is used to discretize both cohesive surfaces and continuum separatel
y. The capabilities of the method to describe multiple crazing is demonstra
ted with an example. (C) 2000 Elsevier Science Ltd. All rights reserved.