The utility of the hybrid experimental-numerical method in elastic and elas
toplastic fracture mechanics is demonstrated through a fracture process zon
e analysis and a J-integral computation, respectively. For the former, the
crack bridging stresses in the fracture process zones of concrete and alumi
na fracture specimens were determined through an inverse analysis and the d
issipated energies in these zones were quantified. For the latter, J-integr
al was shown to be highly path dependent with stable crack growth. (C) 2000
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