We present a model for mode I propagation and concentration of microcracks
in brittle solids driven by remote stresses or volumetric changes, e, g., d
ue to thermal contraction or desiccation. Using a crack density integral, w
e obtain an effective elastic tensor; the dynamics of the crack density int
egral is described by an additional differential equation assuming subcriti
cal microcrack growth. Numerical simulations allow the investigation of the
physical background of pattern evolution and provide some hints that the p
attern formed by the concentration of microcracks may have a significant in
fluence on the macroscopic crack pattern which finally occurs.