2020
DOI: 10.1109/lmwc.2020.3008406
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A Simple and Effective Method for the Resonance Frequencies Identification of the Complex Cavities Within Reverberation Chamber

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Cited by 5 publications
(1 citation statement)
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“…Sometimes, the field samples fail to fit the Rayleigh model because of the bad stirring, even if the 100th resonant frequency is used as LUF. Of particular note is that the frequency is derived by Weyl formula, the loss and measurement configurations will significantly cause the resonant frequencies shift or broadening [10], clearly accounting for why the Rayleigh model is highly rejected. Meanwhile, it can also be easily explained from the perspective of statistical distribution of the samples that the fields converge to K-Bessel distribution defined by a small number of modes M (generally M < 8) excited within the quality factor bandwidth, rather than the ideal Rayleigh case (also regarding as the asymptotic approximation to K-Bessel distribution with M 8) [9,11,12].…”
Section: Introductionmentioning
confidence: 99%
“…Sometimes, the field samples fail to fit the Rayleigh model because of the bad stirring, even if the 100th resonant frequency is used as LUF. Of particular note is that the frequency is derived by Weyl formula, the loss and measurement configurations will significantly cause the resonant frequencies shift or broadening [10], clearly accounting for why the Rayleigh model is highly rejected. Meanwhile, it can also be easily explained from the perspective of statistical distribution of the samples that the fields converge to K-Bessel distribution defined by a small number of modes M (generally M < 8) excited within the quality factor bandwidth, rather than the ideal Rayleigh case (also regarding as the asymptotic approximation to K-Bessel distribution with M 8) [9,11,12].…”
Section: Introductionmentioning
confidence: 99%