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The Probability Distribution of the EM Fields in Single-cavity System and the Application of PWB Method

机译:单腔系统中电磁场的概率分布及PWB方法的应用

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Based on full-wave analysis method, the probability distribution curves of electromagnetic (EM) fields inside a single cavity with and without a mode stirrer are obtained, which obey a kind of unimodal functions. Although this unimodal function does not satisfy the assumption of power balance (PWB) method, the power losses of cavity wall at different frequencies evaluated by PWB method and those calculated by full-wave analysis method are comparable. The change trends of the power losses with frequency almost coincide with each other, and the difference is no more than an order of magnitude. It is remarkable that PWB method costs less than one minute while full-wave analysis method costs more than two hours, and PWB method saves almost 70% memory space. It means that PWB method can indeed give effective data that meet certain accuracy requirement with much smaller computational cost than full-wave analysis method. Finally, for further study of PWB method the inhomogeneous degree is defined to measure the inhomogeneity of EM field distribution inside the cavity.
机译:基于全波分析方法,获得了带有和不带有模式搅拌器的单腔内电磁场的概率分布曲线,服从一种单峰函数。尽管该单峰函数不满足功率平衡(PWB)方法的假设,但通过PWB方法评估的腔壁在不同频率下的功率损耗与通过全波分析方法计算出的腔壁功率损耗具有可比性。功率损耗随频率的变化趋势几乎彼此一致,并且差异不超过一个数量级。值得注意的是,PWB方法的成本不到一分钟,而全波分析方法的成本却超过了两个小时,而PWB方法节省了近70%的存储空间。这意味着PWB方法确实可以以比全波分析方法小的得多的计算成本来提供满足一定精度要求的有效数据。最后,为进一步研究PWB方法,定义了不均匀度以测量腔体内EM场分布的不均匀性。

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