Author :
Kahng, Andrew B. ; Liu, Bao ; Xu, Xu
Author_Institution :
Dept. of Comput. Sci. & Eng., California Univ. at San Diego, La Jolla, CA
Abstract :
Current-based gate modeling achieves a new level of accuracy in nanoscale design timing and signal integrity analysis. However, to generate current-based gate models requires additional pre-characterization of the gate, e.g., in the form of a new or an extended timing library format. We construct current-based gate models based on the existing Liberty timing library format without further pre-characterization. We present an inverse problem formulation, and propose to solve the problem by quadratic polynomial regression. Our constructed current-based gate models find applications in timing, power, and signal integrity verifications for improved accuracy in library-compatible flows, e.g., to include power supply voltage drop effect in gate delay calculation without further pre-characterization, to calculate gate supply current, etc. Our experimental results show our constructed current-based gate models achieve slightly less accurate results, e.g., within 4.6%(8.6%), than pre-characterized current-based gate models, e.g., within 4.3%(4.4%), of SPICE results in gate delay calculation for ideal (degraded) power supply voltage, and accurate gate supply current calculation
Keywords :
integrated circuit design; integrated circuit modelling; inverse problems; polynomials; regression analysis; Liberty; current-based gate models; extended timing library format; inverse problem formulation; nanoscale design timing analysis; quadratic polynomial regression; signal integrity analysis; Current supplies; Delay effects; Inverse problems; Libraries; Polynomials; Power supplies; Signal analysis; Signal design; Timing; Voltage;