首页> 外文期刊>Electromagnetic Compatibility, IEEE Transactions on >Use of Adaptive Kriging Metamodeling in Reliability Analysis of Radiated Susceptibility in Coaxial Shielded Cables
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Use of Adaptive Kriging Metamodeling in Reliability Analysis of Radiated Susceptibility in Coaxial Shielded Cables

机译:自适应克里格元模型在同轴屏蔽电缆辐射敏感性分析中的应用

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In this paper, reliability analysis is applied to assess electromagnetic risk due to external electromagnetic waves in a coaxial shielded cable. Generally, the classical sampling method—Monte Carlo (MC)—is used to conduct thousands or millions of runs of the numerical model. As this latter is time-demanding, the computational cost becomes prohibitive. As an alternative, an advanced metamodeling method based on Kriging is proposed for efficiently assessing small failure probabilities. This method is called AK-MCS. It consists in an active learning reliability method combining Kriging and MC simulation. Metamodeling reduces the computational run time by replacing the true numerical model by an inexpensive surrogate model. The interpolated surrogate model presents the advantage to be rapidly handled by MC simulations to calculate the failure probability. AK-MCS method is based on an adaptive strategy to enrich the design of experiments (DOE) with significant sampling points near the failure region, and hence, Kriging model is ameliorated and so is the assessment of failure probability. Three numerical examples of radiated susceptibility in a shielded cable are conducted to demonstrate the efficiency of the underlined Kriging approach. Reliable metamodels can be obtained through a small number of runs of the true numerical model, and it is found that the computed failure probabilities are very accurate compared to crude MC simulation results.
机译:在本文中,可靠性分析用于评估同轴屏蔽电缆中由于外部电磁波引起的电磁风险。通常,经典采样方法(蒙特卡洛(MC))用于进行数千或数百万次数值模型的运行。由于后者是时间要求的,因此计算成本变得过高。作为替代方案,提出了一种基于Kriging的高级元建模方法,可以有效地评估较小的故障概率。此方法称为AK-MCS。它包含一种结合了Kriging和MC仿真的主动学习可靠性方法。元模型通过用便宜的替代模型代替真实的数值模型来减少计算运行时间。插值代理模型具有MC模拟可以快速处理计算故障概率的优势。 AK-MCS方法基于自适应策略,在故障区域附近有大量采样点的情况下丰富了实验设计(DOE),因此,改进了Kriging模型,并且评估了故障概率。进行了三个屏蔽电缆辐射磁化率的数值示例,以证明带下划线Kriging方法的效率。可以通过少量的真实数值模型运行来获得可靠的元模型,并且发现与粗略的MC仿真结果相比,计算出的故障概率非常准确。

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