The bending of lines in the proximity of faults, known as fault-drag,
is examined here by analytical and numerical (finite-element) models.
Frequently, the bent lines are convex toward the direction of the faul
t motion, and this convexity is known as 'normal-drag', whereas an inv
erted sense of convexity is known as 'reverse-drag'. We first analyze
the slip along a short fault embedded in a large elastic or elastic-pl
astic plate. The analysis indicates that reverse-drag is the expected
drag along the short fault. Models with faults of high friction coeffi
cient display smaller drag than frictionless faults; this suggests tha
t the drag intensity is not simply related to the frictional resistanc
e. We also model the drag along a normal fault with curved, 'anti-list
ric' surface embedded in an elastic-plastic medium; this model also in
dicates that the reverse-drag is the prevailing one. The predictions o
f the present models agree well with previous experimental results of
slip along short faults in wax and plasticene samples. The normal-drag
observed in association with long faults reflects prefaulting deforma
tion which is concentrated within a narrow shear zone.