[ont.events] VLSI/THEORY SEMINAR

wlrush@water.waterloo.edu (Wenchantress Wench Wendall) (02/14/90)

DEPARTMENT OF COMPUTER SCIENCE
UNIVERSITY OF WATERLOO
SEMINAR ACTIVITIES

VLSI/GROUP SEMINAR

                    -Thursday, February 22, 1990

Mr.  Bruce  Cockburn,  graduate student, Dept. of Comp.
Sci.,  University  of  Waterloo  will  speak  on  ``The
Detection of Coupling Faults in RAMs''.

TIME:                 10:30 a.m.

ROOM:                 DC 1304

ABSTRACT

The   random-access   memory  (RAM)  is  a  fundamental
integrated  circuit  (IC) used for rapid-access storage
in   virtually   all   digital   systems.    Since  the
manufactured  volume  of RAMs is high, it is especially
important   to   minimize  test  times  without  unduly
compromising  fault  coverage.   For  the  purposes  of
designing  and  analyzing functional tests, the effects
of  physical  defects  on  the  logical  behaviour of a
digital IC are modelled using mathematical abstractions
called  faults.   This talk presents results concerning
the  problem  of  detecting coupling faults in one-bit-
per-address   RAMSs.   Good  and  faulty  memories  are
represented   as   Mealy   automata  using  the  formal
framework  for  sequential machine testing developed by
Brzozowski and Jurgensen.  A precise description of the
coupling  fault  is used to define various fault models
including ``general coupling'', which is the set of all
possible   multiple   coupling  faults,  and  ``general
toggling'',  which  is a subset of general coupling.  A
lower  bound of 2n +n is presented on the length of any
                 - --
test that detects general toggling in an n cell memory;
                                         -
a  test by Marinescu is thereby shown to be optimal for
                                        2
this  fault  model.  A lower bound of 2n +3n is derived
                                       - - -
on   the  length  of  any  test  that  detects  general
                                                2
coupling,  and a corresponding test of length 2n +4n is
                                               - - -
described.  Recent  lower  bound  results and tests for
other   subsets   of  general  coupling  will  also  be
discussed.