2018
DOI: 10.4028/www.scientific.net/amm.884.113
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Jitter Extraction in a Noisy Signal by Fast Fourier Transform and Time Lag Correlation

Abstract: Jitter in an electronic signal is any deviation in, or displacement of, the signal in time. This paper investigates on decomposition of two types of jitter, namely, periodic and random jitter in noisy signals. Generally, an oscilloscope generates an eye diagram by overlaying sweeps of different segments of a long data stream driven by the reference clock signal. We use the fast Fourier transform with time lag correlation of the signal since we do not have a clock reference signal and apply this technique to si… Show more

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Cited by 2 publications
(4 citation statements)
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“…1 -Capture the data signal, j(t) 2 -Generate the ideal signal for the above data signal, i(t) 3 -Align the signals j(t) and i(t) with respect to the first zero crossing points of either rising or falling edges 4 -Obtain the exact zero crossing points at aligned edges for each signal 5 -Calculate the jitter amount (time deviation) for each cycle 6 -Obtain the frequency spectrum of the time deviations obtained in 5 7 -Calculate the jitter parameters from the spectrum We capture the light (data) signal of the camera as our first step. In order to clearly identify the zero crossings of the signal, we smooth it with minimal impact on the signal by using the Savitzky-Golay filtering algorithm [18].…”
Section: Startmentioning
confidence: 99%
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“…1 -Capture the data signal, j(t) 2 -Generate the ideal signal for the above data signal, i(t) 3 -Align the signals j(t) and i(t) with respect to the first zero crossing points of either rising or falling edges 4 -Obtain the exact zero crossing points at aligned edges for each signal 5 -Calculate the jitter amount (time deviation) for each cycle 6 -Obtain the frequency spectrum of the time deviations obtained in 5 7 -Calculate the jitter parameters from the spectrum We capture the light (data) signal of the camera as our first step. In order to clearly identify the zero crossings of the signal, we smooth it with minimal impact on the signal by using the Savitzky-Golay filtering algorithm [18].…”
Section: Startmentioning
confidence: 99%
“…This is used to generate the ideal signal. After step 6 , we obtained jitter spectra for MESA SR4000 and 30 MHz signal for each experimental setup, separately, as Note that, we compensated the results from SDR setup by the ratio 1:100/3 (see fourth column of Table II). From Fig.…”
Section: B Experimental Setupmentioning
confidence: 99%
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“…In order to reduce the number of equations, Pang proposed using the FFT which reduces the calculation time. In addition, random jitter and periodic jitter have been measured in simulated noisy signals by using frequency spectrum and calculating the energy of the jitter spectrum [39]. We used Fourier analysis to obtain the corresponding ideal signal for each simulated signal.…”
Section: Measurement Of Jittermentioning
confidence: 99%