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Hi all,
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$ u- ?$ |9 X3 ~, v) W% p0 d5 _2 CI'm recently doing the jitter simulation of PLL, and I first got phase noise of PLL by adding every part of noise of PLL.* w% ^8 h& M+ h5 n
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Then calculate jitter by the following formula:
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* _* ^& a0 r9 h! G; ]' Wphase jitter = sqrt(integral(fre,2*Lpll))/(2*pi*f);
9 x+ ?, A$ e. i. ^8 Fperiod jitter = sqrt(8*integral(fre,Lpll.*(sin(pi*fre*T)).^2)/((2*pi*f)^2)); : S% i- Y' ` P3 @# p9 h
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Frequency of PLL is 5GHz, and the integral band of phase noise is 100Hz~100MHz, phase noise of PLL is as follows: -85dBc/Hz @100Hz; -64dBc/Hz @100kHz; -80dBc/Hz @1MHz; -102dBc/Hz@10MHz; -125dBc/Hz@100MHz.2 k2 Y, z! W1 _0 C' m; f0 j& _
$ y! C- L2 ?, V( [+ DThe calculated jitter results is :# w: R( ?" o: i0 j4 b& O
phase jitter: 18.9ps.
. b; W+ d7 c0 b1 g2 @( |1 A) bperiod jitter: 0.04ps.
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This shows that the period jitter is so small, and only 1/450 times of phase jitter, while our test results shows that the period jitter is about 1.8ps.
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So can somebody tell me where is the problem of my calculation, and how much will phase jitter larger than period jitter? |
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