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Journal ArticleDOI

Conditionally robust two-pattern tests and CMOS design for testability

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TLDR
The concept of a conditionally robust two- pattern test for testing stuck-open transistor faults in CMOS gates is introduced and algorithms are given to determine whether a two-pattern test is conditionally hazard-free under a given partial order and to compute minimal cardinality partial orders that, when imposed on a transition, make it conditionallyhazard-free.
Abstract
The concept of a conditionally robust two-pattern test for testing stuck-open transistor faults in CMOS gates is introduced. Such a test is conditionally hazard-free; i.e. the transition will not produce a hazardous output provided a (partial) order is imposed on the time instants at which the components of the input pattern undergo transition. Two sources of the existence of such a partial order are identified: (1) when a set of transistors is controlled by the same logic signal, the symbolic layout (routing) information provides the knowledge of such a partial order; and (2) multipattern tests, which may be necessary to test embedded CMOS gates, can be looked upon as two-pattern tests with an imposed partial order. Algorithms are given to determine whether a two-pattern test is conditionally hazard-free under a given partial order and to compute minimal cardinality partial orders that, when imposed on a transition, make it conditionally hazard-free. >

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Citations
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Iddq Testing for CMOS VLSI

R. Rajsuman
TL;DR: Iddq testing has been widely used in the field of semiconductor testing as discussed by the authors and many semiconductor companies now consider Iddq test as an integral part of the overall testing for all IC's.
Proceedings ArticleDOI

CMOS IC stuck-open-fault electrical effects and design considerations

TL;DR: The measured transient response of stuck-open faults shows that this defect acts as a memory fault for normal system and tester clock periods and that detectable elevated I/sub DDQ/ can occur rapidly for some circuit designs.
Proceedings ArticleDOI

IDDQ testing of CMOS opens: an experimental study

TL;DR: Analysis of the experimental data reveals new mechanisms that explain the detection of floating gate and open source and drain failures.
Journal ArticleDOI

CMOS open-fault detection in the presence of glitches and timing skews

TL;DR: A testable CMOS design technique in which some extra transistors are used in such a way that the CMOS gate is converted to a pseudo-nMOS/pMOS gate during testing is discussed, which significantly reduces the complexity of test generation and the time consumed for testing.
Proceedings ArticleDOI

Mixed level test generation for MOS circuits

A. Lioy
TL;DR: A test-generation system for combinational circuits described at mixed gate and switch levels, which shows that on large circuits a saving of an order of magnitude can be expected in CPU time when compared with performance on a flat gate-level implementation.
References
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Journal ArticleDOI

Fault modeling and logic simulation of CMOS and MOS integrated circuits

TL;DR: This paper provides a methodology for creating simulator models for tri-state and other dynamic circuit elements that provide for both classical and stuck-open/stuck-on faults, and can be adopted for use on essentially any general purpose logic simulator.
Proceedings ArticleDOI

A Gate Level Model for CMOS Combinational Logic Circuits with Application to Fault Detection

TL;DR: A procedure to derive gate level equivalent circuits for CMOS combinational logic circuits is given and it is shown that tests for classical stuck-at-0 and stuck- at-1 faults in the equivalent circuit can be used to detect line stuck-At, stuck-open and stuck -on faults inThe modeled CMOS circuit.
Journal ArticleDOI

Design of Testable CMOS Logic Circuits Under Arbitrary Delays

TL;DR: This paper presents a necessary and sufficient condition for the existence of a test set, which cannot be invalidated under arbitrary delays, for an AND-OR or OR-AND CMOS realization for any given function.
Journal ArticleDOI

A Unified Approach to Combinational Hazards

TL;DR: A transition is hazard-free iff the transient switching function is unate in the transition subcube with respect to the initial and final vertices, and a transition is hazards in feedback-free combinational circuits when the transient input variable can change more than once.