It has been proposed that a rough-semi-finish-finish strategy may be possib
le in the machining of glass and other brittle materials to achieve higher
productivity than is realized through either grinding or ductile-mode machi
ning, both of which have been studied extensively to date. A previously pre
sented experimental study of orthogonal glass cutting exhibited clear trans
itions in machining modes as the uncut chip thickness is increased. One of
those modes involves ductile-mode chip formation combined with surface dama
ge in the form of surface cracks that protrude down into the machined surfa
ce and ahead of the cutting edge. Here, a model is formulated and exercised
to better understand this surface-cracking damage. The finite element meth
od is used with a custom written re-meshing subroutine employed under a com
mercial software package. The analysis focuses on the crack depth and lead
(ahead of the tool) as a function of the normalized process force and the f
racture toughness of the work material. It is found that load ratio, the ra
tio of the cutting (surface-tangential) force to the thrust (surface-normal
) force, plays a significant role in the crack growth problem, as does the
manner in which the thrust load is distributed relative to the cutting load
. It is shown that point-wise application of the loads produces results far
off from the experimental results, whereas distributed loads can produce r
esults well aligned with the experiments. Given that ductile-mode chip form
ation occurs during surface cracking, the load distributions found to work
well exhibit qualitatively the same characteristics that one would expect b
ased on extending the well-known mechanics of metal cutting.