The chipping process in a brittle material subjected to a uniformly applied
edge load has been investigated. The present analysis extends earlier work
by recognizing that as the chip is formed it may bend and change the loadi
ng at the crack tip. This geometry change introduces a nonlinear effect and
has significant influence on the phenomenon. The nonlinear effect was demo
nstrated by incorporating it into an analytical model for a crack propagati
ng along an interface parallel to the free surface. A finite-element analys
is was then conducted to examine the crack trajectory formed in a homogeneo
us material. This numerical analysis showed that the crack reaches a maximu
m depth, and then deviates back to the free surface to form a spall. The fo
rm of this trajectory results from the additional bending moment acting at
the crack tip induced by the bending of the chip and the consequent displac
ement of the applied load. The length of the spall was found to be approxim
ately proportional to the square root of (E) over cap d(5/2)/K-IC, where K-
IC is the fracture toughness of the material, (E) over cap is the appropria
te modulus of the material, and d is the depth over which the edge load is
applied.