Abstract:
The use of asymmetric MOSFET has availed seeking new perspective in nanotechnology. There
are various difficulties and challenges in pursuit of high functional density in such low
dimension. The conventional symmetric long channel MOSFET device often fails to meet up the
challenges and that makes the demand of contemplation of asymmetric MOSFET. It has been
observed that asymmetry on MOSFET device brings superior control on threshold voltage roll
off, drain induced barrier lowering and other short channel effects which are the challenges
offered in the low dimension. So analysis and physical reasoning of nano scale MOSFET device
is important. This research presents an analytical modeling of surface potential model of nano
scale asymmetric n-channel enhancement type MOSFET device. The analytical model of surface
potential is further devised to achieve threshold voltage values for corresponding device. An
asymmetric MOSFET can be generally described as a planar MOSFET having a laterally non
uniform body profile (channel asymmetry) with or without different source or drain regions
(source/drain asymmetry). The device under analysis of this work, consists both channel and
source-drain asymmetry incorporating retrograde wells. The architecture contains pocket
implantation only on source side unlike the popular symmetric configuration of pocket implant
on both source and drain side. The absence of pocket implant at the drain side ensures
comparatively weaker electric field near the drain. Due to less electric field, the hot carrier
injection problem, one of the short channel effects, can be mitigated. The architecture also
contains source extension at source side and deep lightly doped drain (LDD) at drain side.
Highly doped source extension reduces parasitic resistances and ensures a better drive current
performance of the device. On the other hand LDD structure at drain side averts abrupt change of
electric field and reduces hot carrier injection effect. The analysis of such sublime device has
been performed by solving Poisson’s equation considering appropriate boundary conditions.
The analytical model of surface potential and threshold voltage, established by solving Poisson’s
equation has been investigated and verified by numerical modeling of the corresponding device
in a process simulator. The device performance and underlying physics are analyzed varying a
wide range of process parameters. The modeling accuracy is further verified by comparing with
the data of manufactured device reported in recent literature. The analytical model shows a good
and consistent accuracy with the numerical model data and the data reported in recent literature.
