Transmission electron microscopy (TEM) of aligned, macrograined samples of
Ti3SiC2, deformed at room temperature, shows that the deformed microstructu
re is characterized by a high density of perfect basal-plane dislocations w
ith a Burgers vector of 1/3[11 (2) over bar 0]. The dislocations are overwh
elmingly arranged either in arrays, wherein the dislocations exist on ident
ical slip planes, or in dislocations walls, wherein the same dislocations f
orm a low angle grain boundary normal to the basal planes. The arrays propa
gate across entire grains and are responsible for deformation by shear. The
walls form as a result of the formation of kink bands. A dislocation-based
model, that builds on earlier ideas proposed for kink-band formation in he
xagonal metallic single crystals, is presented, which explains most of the
microstructural features. The basic elements of the model are shear deforma
tion by dislocation arrays, cavitation, creation of dislocation walls and k
ink boundaries, buckling, and delamination. The delaminations are not rando
m, but successively bisect the delaminating sections. The delaminations and
associated damage are contained by the kink boundaries. This containment o
f damage is believed to play a major role in endowing Ti3SiC2 and, by exten
sion, related ternary carbides and nitrides with their damage-tolerant, pro
perties.