On measurement of reverberation chamber time constant and related curve fitting techniques

Xiaotian Zhang, M. Robinson, I. Flintoft
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引用次数: 12

Abstract

The reverberation chamber time constant quantifies how fast a reverberation chamber loses its stored energy at different frequencies, which makes it a very important parameter in many power related tests, such as the measurement of antenna efficiency, the measurement of absorption cross section, and the electromagnetic immunity test of electronic devices. The chamber time constant is usually obtained by doing regressions of power delay profile and calculating its gradient. But the shape of power delay profile can sometimes be distorted by the band limited window function applied in the frequency domain. A non-linear curve fitting technique which can cancel the effect of window function was developed, aiming to give a robust determination of the chamber time constant. With the help of this technique, window functions with much smaller bandwidth can be applied without introducing error in the evaluation of chamber time constant. In this paper, a 1 MHz wide window function in which only 10 samples of S21 are available was put under test and it was found a robust answer of chamber time constant can still be given by non-linear curve fitting techniques. Therefore the measurement time can be reduced and the frequency resolution of the chamber time constant can be increased at the same time.
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混响室时间常数的测量及曲线拟合技术
混响室时间常数量化了混响室在不同频率下储存能量的损耗速度,在天线效率测量、吸收截面测量、电子设备电磁抗扰度测试等功率相关测试中是一个非常重要的参数。腔室时间常数通常是通过对功率延迟曲线进行回归并计算其梯度来获得的。但是,在频域应用带限窗函数有时会使功率延迟曲线的形状发生畸变。提出了一种能够消除窗函数影响的非线性曲线拟合方法,旨在对腔室时间常数进行鲁棒性测定。在此技术的帮助下,可以应用更小带宽的窗函数,而不会在腔室时间常数的计算中引入误差。本文对1 MHz宽窗函数进行了测试,其中只有10个S21样本,发现非线性曲线拟合技术仍然可以给出腔室时间常数的鲁棒答案。因此,可以缩短测量时间,同时提高腔室时间常数的频率分辨率。
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