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Hi all,
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- ]7 j8 o( `) h( p: U' W' NI'm recently doing the jitter simulation of PLL, and I first got phase noise of PLL by adding every part of noise of PLL.
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Then calculate jitter by the following formula:: B) H8 g2 d4 z% D9 d5 \+ I: q# r
. l- A- M* q: A! ] A# P( F! Xphase jitter = sqrt(integral(fre,2*Lpll))/(2*pi*f);
1 P5 u% G# Q3 L$ operiod jitter = sqrt(8*integral(fre,Lpll.*(sin(pi*fre*T)).^2)/((2*pi*f)^2)); 3 W) _9 N! w- C( k
& _1 N* i2 M1 e( ~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 f1 l/ `- `, w Z! Z7 k: P% {) J a: H
) Y3 A/ @' ^* h# mThe calculated jitter results is :
- o9 H* O G3 ^, A% F9 ]5 e1 `9 `; kphase jitter: 18.9ps.8 P7 w7 W9 x% E6 M# v/ a
period jitter: 0.04ps.) F6 h6 O0 J( Z
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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.: N% J8 N% X5 t* j) J8 w; A% o
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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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