By incorporating the effects of interfacial adhesion in the mechanics of ro
unded contact between two bodies, a new approach is proposed for the quanti
tative analysis of a wide variety of contact fatigue situations involving c
yclic normal, tangential or torsional loading. In this method, conditions o
f "strong" and "weak" adhesion are identified by relating contact mechanics
and fracture mechanics theories. Invoking the notion that for strong and w
eak adhesive contact, a square-root stress singularity exists at the rounde
d contact edge or at the stick-slip boundary, respectively, mode I, II or I
II stress intensity factors are obtained for normal, sliding and torsional
contact loading, accordingly. A comparison of the cyclic variations in loca
l stress intensity factors with the threshold stress intensity factor range
for the onset of fatigue crack growth then provides critical conditions fo
r crack initiation in contact fatigue. It is shown that the location of cra
ck initiation within the contact area and the initial direction of crack gr
owth from the contact surface into the substrate can be quantitatively dete
rmined by this approach. This method obviates the need for the assumption o
f an artifical length scale, i.e. the initial crack size, in the use of kno
wn fracture mechanics concepts for the analyses of complex contact fatigue
situations involving rounded contact edges. Predictions of the present appr
oach are compared with a wide variety of experimental observations. (C) 199
9 Acta Metallurgica Inc. Published by Elsevier Science Ltd. All rights rese
rved.