Disking is a relatively new manufacturing process for cutting/slicing
brittle plates and rods. In the planar disking configuration, a pre-cr
acked plate is placed against an elastic plate and the two are squeeze
d together by fluid pressure. At a critical pressure the crack runs ac
ross the thickness of the brittle plate producing a clean cut. In this
paper a fracture criterion is developed for the process using linear
elastic fracture mechanics. The geometry of the process is modeled her
e as two perfectly bonded, infinite elastic layers with a crack perpen
dicular to the interface. The problem is formulated in terms of a sing
ular integral equation with the derivative of the crack surface displa
cement (dislocation density) as the unknown function. Numerical quadra
ture is used to determine the stress intensity factors as a function o
f the parameters of the problem.