PREDICTIVE WORST CASE STATISTICAL MODELING OF 0.8-MU-M BICMOS BIPOLAR-TRANSISTORS - A METHODOLOGY BASED ON PROCESS AND MIXED DEVICE CIRCUITLEVEL SIMULATORS
Ic. Kizilyalli et al., PREDICTIVE WORST CASE STATISTICAL MODELING OF 0.8-MU-M BICMOS BIPOLAR-TRANSISTORS - A METHODOLOGY BASED ON PROCESS AND MIXED DEVICE CIRCUITLEVEL SIMULATORS, I.E.E.E. transactions on electron devices, 40(5), 1993, pp. 966-973
It has been long recognized that statistical modeling of semiconductor
devices for integrated circuit design should start from fluctuations
in the fabrication process rather than variations in the compact model
parameters. In this paper we discuss the use of mixed level physics-b
ased device/circuit simulation software and semiconductor process simu
lator in the construction of predictive worst case process conditions
for bipolar transistors of the AT&T 0.8-mum BICMOS technology currentl
y being manufactured [1]. Process fluctuations are introduced into the
process simulator using Latin Hyper-Cube (Monte Carlo) Sampling metho
d. The methodology presented here is different from previous similar s
tudies in that the compact device model parameter extraction step for
each sample process is bypassed and active devices in the circuit are
described by the physical device simulator rather than a compact model
representation. This eliminates deficiencies associated with compact
semiconductor device models. Furthermore, inaccuracies and difficultie
s introduced by compact model parameter extractions (especially for bi
polar transistors) are also eliminated. The method is very useful in i
dentifying critical process steps which determine the electrical perfo
rmance of the devices and circuits. In order to verify the validity of
the methodology, numerical simulation results of the bipolar devices
and inverter circuits are checked against device I-V data and inverter
circuit measurements.