Crack extension resistance in brittle polycrystals was investigated from th
e viewpoint of three-dimensional microcrack evolution. Even in the case of
macroscopically two-dimensional cracks, inhomogeneous distribution of micro
scopic stress along the crack front gives rise to three-dimensional structu
res of extended crack surfaces. Numerical simulations of macroscopic crack
extension were carried out, which showed that three-dimensional distributio
n of grain-by-grain thermal stress leads to a significant increase in the c
rack extension resistance. It was concluded that three-dimensional interpre
tation on the microscopic inhomogeneity is necessary for the correct compre
hension of macroscopic crack extension behavior in brittle polycrystals. (C
) 2000 Elsevier Science Ltd. All rights reserved.