Deep submicron interconnect timing model with quadratic random variable analysis

Zeng, Jun-Kuei; Chen, Chung-Ping

doi:10.1145/1403375.1403637

Proceedings of the Conference on Design, Automation and Test in Europe 2008

DOI: 10.1145/1403375.1403637

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Deep submicron interconnect timing model with quadratic random variable analysis

Jun-Kuei Zeng

Chung-Ping Chen

Abstract: Abstract

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2009

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Symbolic moment computation with application to statistical timing analysis

Xie

2009

2009 Asia Pacific Conference on Postgraduate Research in Microelectronics &Amp; Electronics (PrimeAsia)

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where General RLC circuits can be modeled in the following form where the state vector x(t) comprises of the node voltages and branch currents necessary for circuit analysis. If the circuit is of the regular tree structure as shown in Fig 1, then the system matrices E, A and F in equation 1 would be of special structure, which simplifies the moment computation .Circuit moment is a concept derived from the expansion of the frequency response H (s) of a linear network in a series of s, for example in Section III. Application of SMC in statistical timing analysis is shown in Section IV. Conclusions are made in Section V is called the ith moment of the impulse response h(t) for i = 0,1 ,2, ' . '. Here for convenience we have defined all moments to be nonnegative. Moments are useful in that they can be used for constructing reduced order models with the constraint of matching low-order moments [1] [7].

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Symbolic moment computation with application to statistical timing analysis

Xie

2009

2009 Asia Pacific Conference on Postgraduate Research in Microelectronics &Amp; Electronics (PrimeAsia)

View full text Add to dashboard Cite

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Deep submicron interconnect timing model with quadratic random variable analysis

Abstract: Abstract

Cited by 1 publication

References 11 publications

Symbolic moment computation with application to statistical timing analysis

Symbolic moment computation with application to statistical timing analysis

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