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Comments on the Article 'An Electrochemical Impedance Measurement Technique Employing Fourier Transform' by J.-S. Yoo and S.-M. Park

机译:J.-S.对文章“采用傅立叶变换的电化学阻抗测量技术”的评论。 Yoo和S.-M.公园

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In the recent article, Yoo and Park presented a new technique of impedance measurements using discrete time Fourier transform, DTFT, of the derivative of current, di/dt, after application of a small potential step. The authors measured the transient current up to (n_(0)+1)Δt, where n_(0)+1 is the number of points sampled and Δt is the sampling time. They assumed that for longer times, the current and its derivative are equal to zero. Then, they reconstructed the whole frequency spectrum, even for very low frequencies (assuming that i=0 for t>(n_(0)+1)Δt). The problem with this method is that in the measured current i(t) there is no information about lower frequencies, as i(t>(n_(0)+1)Δt)=0. The authors simply extrapolate the information obtained at short times (or high frequencies) to low frequencies. The statement that "our method would allow possible measurements of impedance data between the half of the highest frequency down to almost dc" by carrying out the experiments in a very short time period (n_(0)+1)Δt is not true.
机译:在最近的文章中,Yoo和Park提出了一种新的阻抗测量新技术,该技术使用了离散电位傅里叶变换DTFT,对电流的导数di / dt施加了较小的电位阶跃。作者测量了直到(n_(0)+1)Δt的瞬态电流,其中n_(0)+1是采样点的数量,而Δt是采样时间。他们假设,在更长的时间内,电流及其导数等于零。然后,他们重建了整个频谱,即使对于非常低的频率也是如此(假设对于t>(n_(0)+1)Δt,i = 0。这种方法的问题在于,在被测电流i(t)中没有关于低频的信息,因为i(t>(n_(0)+1)Δt)= 0。作者只是将在短时间(或高频)下获得的信息外推到低频。通过在非常短的时间段(n_(0)+1)Δt中进行实验,“我们的方法将可能在最高频率的一半至几乎dc的一半之间进行阻抗数据的测量”这一说法是不正确的。

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