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Dive into the research topics where Lizheng Zhang is active.

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Featured researches published by Lizheng Zhang.


international conference on computer aided design | 2005

Statistical timing analysis driven post-silicon-tunable clock-tree synthesis

Jeng-Liang Tsai; Lizheng Zhang; Charlie Chung-Ping Chen

Process variations cause significant timing uncertainty and yield degradation in deep sub-micron technologies. A solution to counter timing uncertainty is post-silicon clock tuning. Existing design approaches for post-silicon-tunable (PST) clock-tree synthesis usually insert a PST clock buffer for each flip-flop or put PST clock buffers across an entire level of a clock-tree. This can cause significant over-design and long tuning time. In this paper, we propose to insert PST clock buffers at both internal and leaf nodes of a clock-tree and use a bottom-up algorithm to reduce the number of candidate PST clock buffer locations. We then provide two statistical-timing-driven optimization algorithms to reduce the hardware cost of a PST clock-tree. Experimental results on ISCAS89 benchmark circuits show that our algorithms achieve up to a 90% area or a 90% number of tunable clock buffer reductions compared to existing design methods.


design, automation, and test in europe | 2005

Statistical Timing Analysis with Extended Pseudo-Canonical Timing Model

Lizheng Zhang; Weijen Chen; Yu Hen Hu; Charlie Chung-Ping Chen

State of the art statistical timing analysis (STA) tools often yield less accurate results when timing variables become correlated due to global source of variations and path reconvergence. To the best of our knowledge, no good solution is available for dealing both types of correlations simultaneously. In this paper, we present a novel extended pseudo-canonical timing model to retain and evaluate both types of correlation during statistical timing analysis with minimum computation cost. Also, an intelligent pruning method is introduced to enable trade-off runtime with accuracy. Tested with ISCAS benchmark suites, our method shows both high accuracy and high performance. For example, on the circuit c6288, our distribution estimation error shows 15/spl times/ accuracy improvement compared with previous approaches.


IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems | 2006

Statistical static timing analysis with conditional linear MAX/MIN approximation and extended canonical timing model

Lizheng Zhang; Weijen Chen; Yu Hen Hu; Charlie Chung-Ping Chen

An efficient and accurate statistical static timing analysis (SSTA) algorithm is reported in this paper, which features 1) a conditional linear approximation method of the MAX/MIN timing operator, 2) an extended canonical representation of correlated timing variables, and 3) a variation pruning method that facilitates intelligent tradeoff between simulation time and accuracy of simulation result. A special design focus of the proposed algorithm is on the propagation of the statistical correlation among timing variables through nonlinear circuit elements. The proposed algorithm distinguishes itself from existing block-based SSTA algorithms in that it not only deals with correlations due to dependence on global variation factors but also correlations due to signal propagation path reconvergence. Tested with the International Symposium on Circuits and Systems (ISCAS) benchmark suites, the proposed algorithm has demonstrated very satisfactory performance in terms of both accuracy and running time. Compared with Monte-Carlo-based statistical timing simulation, the output probability distribution got from the proposed algorithm is within 1.5% estimation error while a 350 times speed-up is achieved over a circuit with 5355 gates


design automation conference | 2004

Statistical timing analysis in sequential circuit for on-chip global interconnect pipelining

Lizheng Zhang; Yu Hen Hu; Chungping Chen Charlie

With deep-sub-micron (DSM) technology, statistical timing analysis becomes increasingly crucial to characterize signal transmission over global interconnect wires. In this paper, a novel statistical timing analysis approach has been developed to analyze the behavior of two important pipelined architectures for multiple clock-cycle global interconnect, namely, the flip-flop inserted global wire and the latch inserted global wire. We present analytical formula that is based on parameters obtained using Monte Carlo simulation. These results enable a global interconnect designer to explore design trade-offs between clock frequency and probability of bit-error during data transmission.


design, automation, and test in europe | 2006

Statistical timing analysis with path reconvergence and spatial correlations

Lizheng Zhang; Yu Hen Hu; Charlie Chung-Ping Chen

State of the art statistical timing analysis (STA) tools often yield less accurate results when timing variables become correlated. Spatial correlation and correlation caused by path reconvergence are among those which are most difficult to deal with. Existing methods treating these correlations will either suffer from high computational complexity or significant errors. In this paper, we present a sensitivity pruning method which significantly reduces the computational cost to consider path reconvergence correlation. We also develop an accurate and efficient model to deal with the spatial correlation


asia and south pacific design automation conference | 2005

Block based statistical timing analysis with extended canonical timing model

Lizheng Zhang; Yu Hen Hu; Charlie Chung-Ping Chen

Block based statistical timing analysis (STA) tools often yield less accurate results when timing variables become correlated due to global source of variations and path reconvergence. To the best of our knowledge, no good solution is available handling both types of correlations simultaneously. In this paper, we present a novel statistical timing algorithm, AMECT (asymptotic MAX/MIN approximation & extended canonical timing model), that produces accurate timing estimation by handling both types of correlations simultaneously. An extended canonical timing model is developed to evaluate and decompose correlations between arbitrary timing variables. And an intelligent pruning method is designed enabling trade-off runtime with accuracy. Tested with ISCAS benchmark suites, AMECT shows both high accuracy and high performance compared with Monte Carlo simulation results: with distribution estimation error < 1.5% while with around 350/spl times/ speed up on a circuit with 5355 gates.


asia and south pacific design automation conference | 2005

Wave-pipelined on-chip global interconnect

Lizheng Zhang; Yu Hen Hu; Charlie Chung-Ping Chen

A novel wave-pipelined global interconnect system is developed for reliable, high throughput, on-chip data communication. We argue that because there is only a single signal propagation path and a single type of 1-input gate (inverter), a wave-pipelined interconnect will have less stringent timing constraints than a wave-pipelined combinational logic block. A phase-lock loop based clock and data recovery unit architecture, adopted from off-chip high speed digital serial link, is designed for on-chip application so as to minimize power and area cost. Preliminary Monte Carlo simulation indicated that the wave-pipelined global interconnect architecture potentially can offer 18% higher throughput than a flip-flop pipelined global interconnect architecture at about the same level of reliability. While delivering data through long interconnect at the same bit rate, the wave-pipelined architecture consumes less power and requires less chip real estate.


IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems | 2006

Correlation-Preserved Statistical Timing With a Quadratic Form of Gaussian Variables

Lizheng Zhang; Weijen Chen; Yu Hen Hu; John A. Gubner; Charlie Chung-Ping Chen


asia and south pacific design automation conference | 2006

Convergence-provable statistical timing analysis with level-sensitive latches and feedback loops

Lizheng Zhang; Jeng-Liang Tsai; Weijen Chen; Yu Hen Hu; Charlie Chung-Ping Chen


Archive | 2005

Correlation-Preserved Analysis with Non-Gaussian Statistical Timing Quadratic Timing Model

Lizheng Zhang; Weijen Chen; Yu Hen Hu; John A. Gubner; Charlie Chung-Ping Chen

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Yu Hen Hu

University of Wisconsin-Madison

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Weijen Chen

University of Wisconsin-Madison

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Jeng-Liang Tsai

University of Wisconsin-Madison

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John A. Gubner

University of Wisconsin-Madison

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