2006
DOI: 10.1109/tcad.2006.870836
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Defect Modeling Using Fault Tuples

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Cited by 34 publications
(11 citation statements)
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“…At the layout level, nets that are physically close to the defect site (i.e., neighbors) that are found to influence defect activation are identified. The neighbors and the logic values required for defect activation are mapped to a set of one or more fault-tuple products [124], which are then disjunctively combined into a macrofault which is an expression that represents the logical conditions that must be satisfied for a site to become faulty. For example, the macrofault (n 1 ,0,i) c (n 2 ,0,i) c (s x ,1,i) e + (n 1 ,1,i) c (n 2 ,1,i) c (s x ,1,i) e indicates that site s x becomes stuck-at-1 when n 1 =n 2 =0 or n 1 =n 2 =1.…”
Section: Methodology Evaluationmentioning
confidence: 99%
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“…At the layout level, nets that are physically close to the defect site (i.e., neighbors) that are found to influence defect activation are identified. The neighbors and the logic values required for defect activation are mapped to a set of one or more fault-tuple products [124], which are then disjunctively combined into a macrofault which is an expression that represents the logical conditions that must be satisfied for a site to become faulty. For example, the macrofault (n 1 ,0,i) c (n 2 ,0,i) c (s x ,1,i) e + (n 1 ,1,i) c (n 2 ,1,i) c (s x ,1,i) e indicates that site s x becomes stuck-at-1 when n 1 =n 2 =0 or n 1 =n 2 =1.…”
Section: Methodology Evaluationmentioning
confidence: 99%
“…For example, the macrofault (n 1 ,0,i) c (n 2 ,0,i) c (s x ,1,i) e + (n 1 ,1,i) c (n 2 ,1,i) c (s x ,1,i) e indicates that site s x becomes stuck-at-1 when n 1 =n 2 =0 or n 1 =n 2 =1. (More details of fault-tuple macrofaults can be found in [124].) The resulting macrofault is then fault simulated using all test patterns applied to the failing chip.…”
Section: Methodology Evaluationmentioning
confidence: 99%
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“…This is possible because the underlying debug algorithm is a modelfree one that works with both errors and faults [20]. It is also because most physical defects can be modeled in terms of design errors as extensively discussed in [27], [28].…”
Section: Application To Physical Defectsmentioning
confidence: 99%
“…To our knowledge, [16] and [17] are the only two papers that discuss how to distinguish different types of faults so far. In [16], a diagnostic test generation technique for arbitrary faults is proposed which uses a defect modeling technique called fault tuples [18] to model various fault types. A Boolean Satisfiability formulation is developed which helps generate diagnosis patterns for two fault-injected circuits.…”
Section: Introductionmentioning
confidence: 99%