矢量网络分析仪测量时域响应的计算与应用

Ron Buckles, Dan Snyder
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引用次数: 0

摘要

频响测量到时域的转换已经变得越来越流行。在我们的工程设施中,对时域信息的需求自引入以来一直在增加。工程师们已经意识到在时域图中可以找到丰富的信息。实现时域计算并不难。通常,使用快速傅里叶变换(FFT)计算带限脉冲响应所需的全部程序为100行。为了做到这一点,涉及到一些变换理论的研究,并以采样信息为支持。一个直观的方法将被用来帮助解释数字傅里叶变换。一旦了解了基本的变换方法,就会提出一些调整数据的方法,以提高变换的分辨率和灵敏度。一旦基本的FPT封装被开发出来,它就可以在低通模式下使用,以获得TDR类型的显示。这是通过对网络以一定的方式进行测量,并将数据输入FFT,从而获得实时功能来实现的。传统的TDR阶跃响应是经过适当的数据处理后,利用FFT计算拉普拉斯逆变换得到的。
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Calculaticn and Use of Time Domain Response From Vector Network Analyzer Measurements
The translation of frequency response measurements to the time domain has become more popular. In our engineering facility, the requests for time domain information have been increasing since its introduction. Engineers have become aware of the wealth of information that can be found in time domain plots. Implementation of time domain calculation is not difficult. Usually a 100-line program is all that is needed to calculate band limited impulse response using a Fast Fourier Transform (FFT). To accomplish this, some study of transform theory is involved, supported with information on sampling. An intuitive approach will be used to help in explaining the digital Fourier transform. Once the basic transform methods are understood, certain methods for conditioning data will be presented to improve the resolution and sensitivity of the transform. Once the basic FPT package has been developed, it can be used in the low pass mode to obtain a TDR type display. This is done by measuring the network in a certain way and inputting the data to the FFT so as to obtain a real-time function. The traditional TDR step response is obtained by using the FFT to compute the inverse Laplace transform after an appropriate data manipulation.
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