Fracture mechanics is very often employed in analyses of cracked struc
tural components. We present here another technique that is based on t
he equivalence between a crack, its process tom, and a distribution of
damage. It is a simplified method aimed at approximating the distribu
tion of damage around an existing crack. This approximation is based o
n the analysis of localization with a nonlocal damage model. Finite-el
ement calculations on a compact tension concrete specimen for several
initial crack lengths are presented and compared with experiments. The
method is shown to yield errors less than 20% on the prediction of th
e load reduction factor as a function of the initial crack length. The
method is also extended to the prediction of the response of fiber-re
inforced components with initial damage. The response of cracked fiber
-reinforced concrete (FRC) beams is computed and compared with the res
ults of original experiments, where the loading conditions that create
d the initial crack are different from those leading to failure.