Phase Locked Loops Continued

26
1 Phase Locked Loops Continued • Basic blocks – Phase frequency detector (PFD) – Loop filter (including charge pump) – Voltage controlled oscillator – Frequency divider PFD Loop Filt er 1/N Ref VCO Phase- Locked Loop LO 1/M f LO =f ref *N/M

description

Phase Locked Loops Continued. Basic blocks Phase frequency detector (PFD) Loop filter (including charge pump) Voltage controlled oscillator Frequency divider. VCO. Ref. LO. f LO = f ref *N/M. 1/M. PFD. Loop Filter. Phase-Locked Loop. 1/N. Phase Locked Loops Continued. Key specs - PowerPoint PPT Presentation

Transcript of Phase Locked Loops Continued

Page 1: Phase Locked Loops Continued

1

Phase Locked Loops Continued

• Basic blocks– Phase frequency detector (PFD)– Loop filter (including charge pump)– Voltage controlled oscillator– Frequency divider

PFDLoop Filter

1/N

Ref VCO

Phase-Locked Loop

LO1/M fLO=fref*N/M

Page 2: Phase Locked Loops Continued

2

• Key specs– hold range: the frequency range over which

phase tracking can be statically maintained – pull-in range: the frequency range over which

PLL can become locked– pull-out range: dynamic limit of frequency

range for stable operation– lock range: frequency range within which a

PLL locks within one single-beat note between reference frequency and output frequency

Phase Locked Loops Continued

Page 3: Phase Locked Loops Continued

3

Illustration of Static RangesVery slowly vary input frequency

Page 4: Phase Locked Loops Continued

4

Phase Frequency Detector

• Generates phase difference between the input signal and VCO output signal

• Distinguish if VCO is faster or slower• Different types

– Analog vs digital– Linear vs nonlinear

Page 5: Phase Locked Loops Continued

5

Analog phase detector: multiplier

• Linear multiplier

• Functions the same way as a mixer

• But converting to DC (same frequencies)

• Same mixer circuits can be used

Page 6: Phase Locked Loops Continued

6

Simple BJT 2-Quadrant Multiplier

Page 7: Phase Locked Loops Continued

7

Gilbert cell

Page 8: Phase Locked Loops Continued

8

Waveforms

Page 9: Phase Locked Loops Continued

9

CMOS versions

Page 10: Phase Locked Loops Continued

10

• 2V, High-Frequency CMOS Multiplier– K-K Kan, D. Ma, K-C Mak and H.C. Luong, “Design Theory and Performance of a

1-GHz CMOS Downconversion and Upconversion Mixers,” Analog Integrated

Circuit and Signal Processing, Vol. 24, No. 2, pp. 101-111, July 2000.

Based on the Gilbert cell•Can operate at a lower supply voltage because the mixer does not use stacking• Source followers give better linearity• Has a smaller mixer gain because sharing the bias currents with the followersreduces gm

Page 11: Phase Locked Loops Continued

11

• A Quarter-Square CMOS Multiplier– J.S. Pen˜a-Finol and J.A. Connelly, “A MOS Four-Quadrant Analog

Multiplier Using the Quarter-Square Technique,” J. of Solid-State Circuits, vol. SC-22, No. 6, pp. 1064-1073, Dec. 1987.

Page 12: Phase Locked Loops Continued

12

• CMOS Four-Quadrant Multiplier– Babanezhad and Temes - JSSC, Dec. 1985.

Page 13: Phase Locked Loops Continued

13

Digital phase-frequency detector• Compares edges of reference and divided

clocks.• If reference clock leads the divided clock, the UP

signal is asserted.• If the divided clock leads the reference clock ,

the DWN signal is asserted.• In an ideal PFD no pulses are present at the

output in the locked state.• Duty cycle of inputs is not relevant to the circuit

operation.• The width of the UP/DWN pulses is proportional

to the phase difference between the clock inputs.

Page 14: Phase Locked Loops Continued

14

Digital Xor phase detector

Page 15: Phase Locked Loops Continued

15

• Conceptual diagram

Digital phase-frequency detector

Page 16: Phase Locked Loops Continued

16

Conventional Digital PFD

Page 17: Phase Locked Loops Continued

17

Delay in the Conventional PFD

Page 18: Phase Locked Loops Continued

18

Output of PFD for locked state• In locked state, narrow pulses are

generated in both UP/DWN outputs.• The width of these pulses determines the

amount of noise introduced to the VCO output by the charge-pump.

• Timing mismatch between the UP/DWN pulses is a source of spurious tones.

Page 19: Phase Locked Loops Continued

19

• The Charge-Pump converts the phase error information provided by the PFD into a voltage that controls the VCO frequency.

• If UP is high, top switch is closed and charge is injected into capacitor, increasing voltage Vout

• If DWN is high, bottom switch is closed and charge is extracted from capacitor,decreasing voltage Vout

Page 20: Phase Locked Loops Continued

20

State diagram

Up=0;Dn=0;

Up=0;Dn=1;

Up=1;Dn=0;

Page 21: Phase Locked Loops Continued

21

Non-idealities

• In practical PFD the delay of the gates creates non-idealities in the phase input/output characteristic.

• The PFD can no longer resolve very small phase errors, and a dead zone is created.

• To solve this problem, extra delay is introduced in the feedback path of reset signal.

Page 22: Phase Locked Loops Continued

22

Dead zone problem

Page 23: Phase Locked Loops Continued

23

Non-ideal effects of charge pumps

• Current mismatch– Mismatch between source and sink currents in the charge pump

introduces a finite phase error.• Current leakage

– When the source/sink currents are off, leakage currents can flow and modify the VCO control voltage of the VCO by charging/discharging the loop filter. Spurs are introduced.

• Charge sharing– Parasitic capacitances from the switches share charge with the loop

filter when the nodes they are connected to have a large change in their voltage.

• Charge injection– Occurs when switches are turned off and the charge in their channels is

injected/extracted to the loop filter. Spurs are introduced

Page 24: Phase Locked Loops Continued

24

Precharge PFD– S. Kim, et. al., “A 960-Mb/s/pin Interface for Skew-Tolerant Bus Using

Low Jitter PLL, IEEE J. of Solid-State Circuits, Vol. 32, No. 5, may 1997, pp. 691-700.

Page 25: Phase Locked Loops Continued

25

Modified Precharge PFD– H. O. Johansson, “A Simple Precharged CMOS Phase Fequency Detector,”

IEEE J. of Solid-State Circuits, Vol. 33, No. 2, Feb. 1998, pp. 295-299.

Page 26: Phase Locked Loops Continued

26