首页> 外文会议>Quality of Electronic Design (ISQED), 2009 10th International Symposium on >Kriging Model combined with latin hypercube sampling for surrogate modeling of analog integrated circuit performance
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Kriging Model combined with latin hypercube sampling for surrogate modeling of analog integrated circuit performance

机译:克里格模型与拉丁超立方体采样相结合,用于模拟集成电路性能的替代建模

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The strong nonlinearity brought by the large circuit scale and more complicated physical/electrical models is making traditional Response Surface Model (i.e. linear or quadratic polynomial) unsuitable for the surrogate-modeling of nowadays integrated circuits. Besides, the random-measurement-error-based analysis techniques and principles developed for traditional Response Surface Model may be meaningless facing the deterministic data from circuit simulation experiments, which are not subject to random measurement errors essentially. Further, traditional Response Surface Model can not mimic circuit behaviors in global process/designable parameter space. This paper proposes using Kriging Model combined with Latin Hypercube Sampling to build surrogate model of circuit performance. We firstly introduce and compare the Response Surface Modeling based on traditional Design of Experiments and the Kriging Modeling combined with Latin Hypercube Sampling, and then apply both methods to circuit performance surrogate-modeling of an integrated operational amplifier. The result shows that Kriging Model needs less sample points and provides 2?? higher accuracy than quadratic Response Surface Model does. Kriging Modeling of circuit performance can be utilized to estimate parametric yield. Besides, it may facilitate the global optimization of parametric yield or circuit performance.
机译:大型电路规模和更复杂的物理/电模型带来的强烈非线性正在制造传统的响应表面模型(即线性或二次多项式),不适用于当今集成电路的代理型建模。此外,为传统响应面模型开发的随机测量误差的分析技术和原理可能面临来自电路模拟实验的确定性数据,这不是基本上的随机测量误差。此外,传统的响应面模型不能模拟全局过程/可名参数空间中的电路行为。本文建议使用Kriging模型与拉丁超立体采样相结合,构建电路性能的代理模型。我们首先介绍并比较了基于传统的实验设计和克里明建模的响应面建模,并与拉丁超立体采样相结合,然后将两种方法应用于集成运算放大器的电路性能替代建模。结果表明,Kriging模型需要更少的样本点并提供2 ??比二次响应表面模型更高的准确性。电路性能的Kriging建模可用于估计参数产量。此外,它可以促进全局优化参数产量或电路性能。

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