Eric A. Foreman
IBM
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Featured researches published by Eric A. Foreman.
design automation conference | 2012
Vladimir Zolotov; Debjit Sinha; Jeffrey G. Hemmett; Eric A. Foreman; Chandu Visweswariah; Jinjun Xiong; Jeremy Leitzen; Natesan Venkateswaran
Statistical static timing analysis (SSTA) is ideal for random variations but is not suitable for environmental variations like Vdd and temperature. SSTA uses statistical approximation, according to which circuit timing is predicted accurately only for highly probable combinations of variational parameters. SSTA is not able to handle accurately deterministic sources of variation like supply voltage. This paper presents a novel technique for modeling nonseparable deterministic and statistical variations in single timing run.
IEEE Transactions on Electron Devices | 2015
Jie Deng; Ardasheir Rahman; Rainer Thoma; Peter W. Schneider; J. Johnson; Henry W. Trombley; Ning Lu; Richard Q. Williams; Hasan M. Nayfeh; Kai Zhao; Russ Robison; Ximeng Guan; Noah Zamdmer; Steve Shuma; Brian A. Worth; James E. Sundquist; Eric A. Foreman; Scott K. Springer; Rick Wachnik
In this paper, nFET-to-pFET (n-to-p) tracking characteristics in 14-nm silicon-on-insulator (SOI) FinFET technology are studied by technology computer-aided design-based statistical modeling. Compared with planar SOI high-k metal gate CMOS technologies, 14-nm SOI FinFET technology shows better n-to-p tracking mainly due to the strong influence of correlated Fin geometrical variation, as well as reduced uncorrelated variation from an innovative work function process. The impact of the n-to-p tracking characteristics on setup and hold (guard time) of latch circuits is evaluated by corner and Monte Carlo simulation using compact models. It is found that the guard time is significantly modulated by slow/fast and fast/slow corners in certain conditions and, therefore should be considered in guard time design.
IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems | 2012
Eric A. Foreman; Peter A. Habitz; Ming-C. Cheng; Chandu Visweswariah
Process variation continues to increase with new technologies. With the advent of statistical static timing analysis (SSTA), multiple independent sources of variation can be modeled. This paper proposes a novel technique to reduce variability of metal process variation in SSTA. This novel method maximizes sensitivity cancellation to minimize variability. The developed methodology is simulated with SSTA in 65-nm technology and shows a reduction in variability.
IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems | 2011
Eric A. Foreman; Peter A. Habitz; Ming-C. Cheng; Christino Tamon
Technology trends show the importance of modeling process variation in static timing analysis. With the advent of statistical static timing analysis (SSTA), multiple independent sources of variation can be modeled. This paper proposes a methodology for modeling metal interconnect process variation in SSTA. The developed methodology is applied in this study to investigate metal variation in SSTA resulting from chemical-mechanical polishing (CMP). Using our statistical methodology, we show that CMP variation has a smaller impact on chip performance as compared to other factors impacting metal process variation.
Archive | 2004
Eric A. Foreman; Peter A. Habitz; David J. Hathaway; Jerry D. Hayes; Anthony D. Polson
Archive | 2005
Eric A. Foreman; Peter A. Habitz; Gregory M. Schaeffer
Archive | 2007
Eric A. Foreman; Gary D. Grise; Peter A. Habitz; Vikram Iyengar; David E. Lackey; Chandramouli Visweswariah; Jinjun Xiong; Vladimir Zolotov
Archive | 2008
Eric A. Foreman; Peter A. Habitz; David J. Hathaway; Jerry D. Hayes; Jeffrey H. Oppold; Anthony D. Polson
Archive | 2008
Nathan C. Buck; John P. Dubuque; Eric A. Foreman; Peter A. Habitz; Kerim Kalafala; Peihua Qi; Chandramouli Visweswariah; Xiaoyue Wang
Archive | 2007
Nathan C. Buck; John P. Dubuque; Eric A. Foreman; Peter A. Habitz; Kerim Kalafala; Jeffrey Mark Ritzinger; Xiaoyue Wang