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首页> 外文期刊>IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems >TermMerg: An Efficient Terminal-Reduction Method for Interconnect Circuits
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TermMerg: An Efficient Terminal-Reduction Method for Interconnect Circuits

机译:TermMerg:一种用于互连电路的有效端子减少方法

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摘要

In this paper, a novel method to efficiently reduce the terminal number of general linear-interconnect circuits with a large number of input or output terminals considering delay uncertainty is proposed. Our new algorithm is motivated by the fact that terminal reduction can lead to a more compact order-reduced model and the observation that very large-scale integration interconnect circuits have many similar terminals in terms of their timing and delay metrics due to their closeness in structure or due to the mathematical discretization using meshing in finite-difference or finite-element scheme during the extraction process. The new method, called TermMerg ( Proc. ICCAD, p. 821, 2005), is based on the moments of the circuits as the metrics for the timing or delay. It then employs a singular-value-decomposition (SVD) method to determine the best number of clusters based on the low-rank approximation. After this, the $K$ -means clustering algorithm is used to cluster the moments of the terminals into the different clusters. The proposed method can work with any passive-model order reduction and ensure the passive models. In contrast, we show that singular value decomposition model order reduction (SVDMOR) does not generate passive models in general. Passivity enforcement in SVDMOR will significantly hamper the terminal-reduction effectiveness. Experimental results on a number of real industry interconnect circuits demonstrate the effectiveness of the proposed method and show also that the proposed method is more accurate than SVDMOR when the used moment matrix does not give good terminal correlations.
机译:在本文中,提出了一种新的方法,该方法有效地减少了具有大量输入或输出端子的,考虑到延迟不确定性的一般线性互连电路的端子数量。我们的新算法的动机是这样的事实,即终端减少可导致更紧凑的降阶模型,以及观察到非常大规模的集成互连电路由于其结构紧密而在时序和延迟方面都具有许多相似的终端或由于在提取过程中使用网格以有限差分或有限元方案进行了数学离散化。这种称为TermMerg的新方法(Proc。ICCAD,第821页,2005)是基于电路的力矩作为定时或延迟的度量。然后,它采用奇异值分解(SVD)方法基于低秩逼近确定最佳聚类数。此后,使用$ K $ -means聚类算法将终端的矩聚类为不同的聚类。所提出的方法可以与任何被动模型降阶工作,并确保被动模型。相比之下,我们表明奇异值分解模型降阶(SVDMOR)通常不会生成被动模型。 SVDMOR中的无源强制执行将显着阻碍终端缩减的有效性。在许多实际工业互连电路上的实验结果证明了该方法的有效性,并且还表明,当所使用的矩矩矩阵无法提供良好的端子相关性时,该方法比SVDMOR更准确。

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