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A deconvolution procedure for determination of a fluorescence decay waveform applicable to a band-limited measurement system that has a time delay

机译:用于确定荧光衰减波形的反卷积过程,适用于具有时间延迟的带限测量系统

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摘要

We propose a deconvolution procedure used for deriving a true fluorescence decay waveform, which is applicable to a band-limited measurement system that has a time delay. In general, the fluorescence decay response has a time delay over the excitation light pulse mainly due to the wavelength dependence of the time delay of the response of a photomultiplier tube (PMT). Furthermore, the frequency band is limited instrumentally or often should be cut off purposely at a relatively low frequency to eliminate high frequency noise. In order to extrapolate such a band-limited response function and to perform a deconvolution procedure in a frequency domain, finally, we introduce a delay time parameter in the conventional Gerchberg-Papoulis (GP) algorithm. We also demonstrate that the Hilbert-transform (HT)-based extrapolation method that we have proposed quite recently is equivalent to the GP algorithm. Simulation and experimental results show that the new method is effective.
机译:我们提出了一种用于获得真实荧光衰减波形的反卷积程序,该程序适用于具有时间延迟的带限测量系统。通常,荧光衰减响应相对于激发光脉冲具有时间延迟,这主要是由于光电倍增管(PMT)的响应的时间延迟的波长依赖性。此外,该频带在仪器上受到限制,或者通常应在相对较低的频率上有目的地切断以消除高频噪声。为了外推这种带宽受限的响应函数并在频域中执行反卷积过程,最后,我们在常规Gerchberg-Papoulis(GP)算法中引入了延迟时间参数。我们还证明了我们最近提出的基于希尔伯特变换(HT)的外推方法等同于GP算法。仿真和实验结果表明,该方法是有效的。

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