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首页> 外文期刊>Journal of Engineering & Applied Sciences >A New Physical Design Approach for Setup Timing Optimization in 7 nm Global Routed Designs
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A New Physical Design Approach for Setup Timing Optimization in 7 nm Global Routed Designs

机译:7 NM全球路由设计中的设置时序优化的新物理设计方法

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摘要

The scaling of semiconductor technologies to the atomic level has several important consequences on design performance. Today's System on Chips (SoCs) may operate in several Gigahertz (GHz) frequency. Particularly for 7 nm technology that offers more speeds compared to 10, 14 and 16 nm nodes with higher density, a greater number of I/OS and more metal layers (routing capability improvement). With all these technology advancements, new challenges have raised, one of these challenges is the interconnect domination of the overall circuit's performance, this new physical constraint should be taken into consideration as early as possible in the design development cycle to achieve design timing closure. In this study, we aim to close timing by reducing net delays using layer optimization during global routing. The idea is to use the difference in 7 nm metal layers electrical properties to meet its timing requirements. The method effectively optimizes timing in nets by faithfully decreasing the effective resistance and the coupling capacitance between wires. By the end of this research, we will propose a complete algorithm for timing closure in a 7 nm scale design. This approach has been shown to be effective with a gain of 35.5% in the Worst Negative Slack (WNS), 26.66% in the Total Negative Slack (TNS), 4.29% in the Total Hold Slack (THS) and 17.91% m the Worst Hold Slack (WHS) respectively, compared to the baseline flow.
机译:半导体技术对原子水平的缩放对设计性能有几个重要的后果。今天的芯片(SOC)的系统可以在几个Gigahertz(GHz)频率中运行。特别是对于具有较高密度的10,14和16nm节点的7个NM技术,具有较高密度的10,14和16nm节点,更大数量的I / O等金属层(路由能力改进)。通过所有这些技术进步,新的挑战提出,其中一个挑战是整体电路的互连统治,在设计开发周期尽早尽早考虑这种新的物理约束,以实现设计时机闭合。在这项研究中,我们旨在通过在全球路由期间使用层优化来减少净延迟来关闭时机。该思想是使用7个NM金属层电气性能的差异来满足其定时要求。该方法通过忠实地降低电线之间的有效电阻和耦合电容,有效地优化网中的时序。在本研究结束结束时,我们将提出一个完整的7 NM刻度设计中的定时闭合算法。这种方法已被证明是有效的,在最差的负面松弛(WNS)中获得35.5%,总负面松弛(TNS)中的26.66%,总保持松弛(THS)中的4.29%和17.91%与基线流量相比,分别保持松弛(WH)。

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