混响室电磁辐射敏感度测试风险评估

Electromagnetic radiation susceptibility test risk assessment in a reverberation chamber

  • 摘要: 针对电磁混响室辐射敏感度测试中待测设备敏感度阈值估计及漏检风险量化问题,本文构建了一种基于统计推断与蒙特卡罗模拟的评估模型。在待测设备所受干扰由总电场强度表征的条件下,采用6自由度 \textχ 分布建立总场阈值估计与风险模型,并利用蒙特卡罗法修正有限独立搅拌位置引起的阈值估计偏差。并将该模型扩展至服从瑞利分布的单极化场,重新计算漏检风险。在此基础上,建立了总场与单极化场的转换关系。结果表明,增加独立搅拌位置数可降低阈值估计不确定度,提高测试场强可有效降低漏检风险;两类场指标的转换系数随分位概率变化,不能采用固定系数换算。该模型可为不同极化响应条件下测试场指标、场强水平和独立搅拌位置数的合理选取提供理论依据。

     

    Abstract:
    Background Radiated susceptibility testing of equipment under test (EUT) in a reverberation chamber uses a finite number of independent stirrer positions. Because the field strength varies randomly, a susceptible EUT may not encounter a sample above its susceptibility threshold and may therefore be judged compliant.
    Purpose This study develops a statistical framework for threshold estimation and missed-detection risk assessment using total-field and single-polarization-field metrics.
    Methods The total electric-field magnitude was modeled by a chi distribution with six degrees of freedom, while a single orthogonal component was modeled by a Rayleigh distribution. The threshold was estimated from the proportion of stirrer positions at which the EUT remained functional. Monte Carlo simulation was used to determine a correction coefficient for finite-sample bias and to evaluate missed-detection risk. An equal-quantile method was used to relate the two field metrics.
    Results More independent stirrer positions reduced the relative standard deviation of the threshold estimate, and the correction coefficient approached unity. For 30 stirrer positions, with 28 positions passing the test, the corrected total-field threshold was 3.2865 V/m. As the total-field scale parameter increased from 0.9 to 1.25, the failure probability increased from 3.8% to 32.9%, while the missed-detection risk decreased from 31.206% to 0.001%. For the single-polarization field, the corresponding probability increased from 4.2% to 19.3%, and the risk decreased from 27.691% to 0.142%. The conversion coefficients were 1.520, 1.450, and 1.351 at quantile probabilities of 0.90, 0.95, and 0.99, respectively.
    Conclusions A higher test field or more independent stirrer positions reduces the missed-detection risk. The conversion between total and single-polarization fields depends on quantile probability, so a fixed factor is not appropriate. The framework supports the selection of field metrics, test levels, and stirrer-position numbers for EUTs with different polarization responses.

     

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