Ds. Ang et Ch. Ling, A UNIFIED MODEL FOR THE SELF-LIMITING HOT-CARRIER DEGRADATION IN LDD N-MOSFET, I.E.E.E. transactions on electron devices, 45(1), 1998, pp. 149-159
A new insight into the self-limiting hot-carrier degradation in lightl
y-doped drain (LDD) n-MOSFET's is presented, The proposed model is bas
ed on the charge pumping (CP) measurement, By progressively lowering t
he gate base level, the channel accumulation layer is caused to advanc
e into the LDD gate-drain overlap and spacer oxide regions, extending
the interface that can be probed, This forms the basis of a novel tech
nique, that allows the contributions to the CP current, due to stress-
induced interface states in the respective regions, to be effectively
separated, Results show that interface state generation initiates in t
he spacer oxide region and progresses rapidly into the overlap/channel
region with stress time, The close correspondence between the linear
drain current degradation, measured at high and low gate bias, and the
respective interface state generation in the spacer and the overlap/c
hannel regions deduced from CP data, pro,ides an unambiguous experimen
tal evidence that the degradation proceeds in a two-stage mechanism, i
nvolving first a series resistance increase and saturation, followed b
y a carrier mobility reduction, The saturation in series resistance in
crease results directly from a reduced interface state generation rate
in the spacer oxide, For a given density of defect precursors and con
sidering an almost constant channel field distribution near the drain
region during stress, interface trap generation rate is shown to exhib
it an exponential stress time dependence, with a characteristic time c
onstant determined by the applied voltages, This observation leads to
a lifetime extrapolation methodology. Lifetime due to a particular str
ess drain voltage V-d, may be extracted from a single composite degrad
ation characteristic, obtained by shifting characteristics for various
stress V-d's, along the stress time axis, until the characteristics m
erge into a single curve.