1997 · 14 citations · 8 references
EngineeringComputer EngineeringComputer ScienceAlgorithmsComputer ArchitectureMicroelectronicsAlgorithm AnalysisDelay ModelingTiming AnalysisCorner-based Delay AnalysisNp-complete ProblemsNp-completeness
This paper is concerned with approximate delay computation algorithms for combinational circuits. As a result of intensive research in the early 90's [3, 8] efficient tools exist which can analyze circuits of thousands of gates in a few minutes or even in seconds for many cases. However, the computation time of these tools is not so predictable since the internal engine of the analysis is either a SAT solver [8] or a modified ATPG algorithm [3], both of which are just heuristic algorithms for an NP-complete problem. Although they are highly tuned for CAD applications, there exists a class of problem instances which exhibits the worst-case exponential CPU time behavior. In the context of timing analysis, circuits with a high amount of reconvergence, e.g. C6288 of the ISCAS benchmark suite, are known to be difficult to analyze under sophisticated delay models even with state-of-the-art techniques. For example [8] could not complete the analysis of C6288 under the mapped delay model. To m...
8
Path sensitization in critical path problem
H.-C. Chen, David H. C. Du · 2002 · 224 citations
Computation of floating mode delay in combinational circuits: practice and implementation
Srinivas Devadas, Kurt Keutzer, Sharad Malik et al. · IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems · 1993 · 48 citations
Engineering, Computer Engineering, Electrical Engineering +17