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8/2/2019 cmosrf-1
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Fully Integrated
Frequency Synthesizers
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Talk outline
• Introduction
– Frequency synthesizer
– Signal quality
– Full integration
– Circuit design challenges
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Talk outline
• Different Synthesizer Architectures
– Phase-Locked Loop
– Delay-Locked Loop
– Direct Digital Synthesis
– Combinations
• Conclusion
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A Frequency Synthesizer?
• A versatile circuit for creating the
necessary frequencies in a radio circuit,
employing a reference frequency
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A Frequency Synthesizer?
• Most radio systems employ channels:
• User must be able to access any of them
• Sometimes fast jumping is necessary
f f 1
f 2
f N-1
f N
1 2 ... N-1 N
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Signal Quality?
• We want ”clean” spectrum
P(f)
carrier
f f c
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Signal Quality?
• In practice:Y O U C AN ’ T F I L T E R T H E M O U T ! !
P(f)
carrier
phase
noise
f f c
spur
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Signal Quality:
• To specify acceptable signal quality, most
radio systems specify a spectral mask
f f c
P(f)Maximum
allowedsidebandlevel
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Full Integration?
• Compact radio: Single chip radio:
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Full Integration?
• System: System-on-a-Chip:
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Full Integration?
• Reasons for full integration:
– Minimize power consumpiton
– Minimize the final product size
– External components may have too large
parasitic capacitances
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Circuit Design Challenges?
– Available transistors and passive components
are not optimal for RF circuits
– The PLL VCO inductor and the loop filter
capacitor are the problem components
– No RF models available
– Intra-chip noise sources
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• Several different principles are known
– Not all are suitable for full integration
Different Synthesizer Architectures
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The Phase-Locked Loop
• PLL resembles a classical feedback control
system
– Only the VCO and the counter operate at the
high frequency
LPF
CTR
PFD
VCO f ref
f out CP
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The Phase-Locked Loop
• The Phase-Frequency Discriminator (CFD)
and the Charge Pump (CP)
– Convert phase error to a current pulse
– Low operating frequency, easy analog design
PFD f
ref CP
i
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The Phase-Locked Loop
• The Loop Filter
– Usually passive, to reduce noise
– High density capacitors needed
– Bandwidth determines the PLL settling time
LPFvi
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The Phase-Locked Loop
• The VCO
– Typical: negative-Gm LC
– Problem: spiral inductor Q
VCO
Supply
voltage
M3 M4
Control
voltage
output
2.4 GHz
output
2.4 GHz
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The Phase-Locked Loop
• Many important VCO parameters...
– Tuning range
– Phase noise
– VCO constant
– Linear f/V response?
– Tail current
– Noise immunity
– ...
VCO
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The Phase-Locked Loop
• The frequency counter
– Several alternatives
LPF
CTR
PFD
VCO
f ref f out CP
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The Phase-Locked Loop
• The frequency counter: integer-N
– Simple and popular
– The PLL multiplies f ref by integer numbers:
f out = ( NP + S ) f ref
CTR
From
VCOSwallow
counter Reset
Channel
selection
Program
counter
Dual-
modulus
prescaler
P(N+1)/N
Modulus
control S
To PDF
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The Phase-Locked Loop
• The frequency counter: integer-N
– Reference frequency = channel separation
– Problem: spurs at f = f c ± f ref
– Slow PLL settling because of narrow BW
f f c
P(f)
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The Phase-Locked Loop
• The frequency counter: fractional-N
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The Phase-Locked Loop
• The frequency counter: fractional-N
– f out = f ref (N + a ), where a is rational number
– Frequency step smaller than f ref
– Allows higher f ref and wider loop BW
– Faster PLL settling time
– Wide BW helps suppressing phase noise skirt
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The Phase-Locked Loop
• The frequency counter: fractional-N
– ”Fractional spurs” typically –30 dBc
f f c
P(f)
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The Phase-Locked Loop
• The frequency counter: fractional-N
– Suppressing fractional spurs:
– Randomizing the modulus control
– Noise shaping by Σ∆−modulator
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The Phase-Locked Loop
• The frequency counter: phase switching
– Fast prescaler
– Long analog RF path, challenging design
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The Phase-Locked Loop
• How about NO frequency counter?
– we can just pick the correct edge
LPFAPD
VCO f ref
f out CP
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The Phase-Locked Loop
• How about NO frequency counter?
– simple circuit, small C in
– Aperture Phase Detector (APD)
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The Delay-Locked Loop
No oscillator!
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The Delay-Locked Loop
• DLL properties:
– Noise spectrum fundamentally different: no
phase error accumulation
– Noise spectrum does not directly depend on the
quality of the on-chip inductors
– Many active circuits, power hungry?
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Direct Digital Synthesis
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Direct Digital Synthesis
• DDS is very versatile:
– No settling time, the output frequency
change is immediate
– The output signal phase is also knownimmediately after a frequency jump
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Direct Digital Synthesis
• However, there are penalties:
– Accumulator clock frequency higher than
the synthesized frequency
– High dynamic power consumption – Spurious frequency components
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Combinations
– Dual loop SSB mixer inside the PLL
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Other methods
– Previously described methods can be
combined
– Methods like direct analog synthesis are
not suitable for full integration
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Conclusions
– Full integration is desireable
–Reducing size of the end product
–Reducing price of the end product
– Full integration = new problems
–process compatibility –noise coupling
– Fully integrated synthesizers already
exist for several applications
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References:
B. Razavi: "Challenges in the Design of Frequency Synthesizers for Wireless Applications", IEEE Custom Integrated
Circuit Conference 1997
G. Chien, P.R. Gray: "A 900-MHz Local Oscillator Using a DLL-Based Frequency Multiplier Technique for PCS
Applications", IEEE Journal of Solid-State Circuits, VOL.35, NO.12, DECEMBER 2000
A.R. Shanani et al.: "Low-Power Dividerless Frequency Synthesis Using Aperture Phase Detection", IEEE Journal of
Solid-State Circuits, VOL.33, NO.12, DECEMBER 1998
N. Krishnapura, P. R. Kinget: ”A 5.3-GHz Programmable Divider for HiPerLAN in 0.25-µm CMOS”, ", IEEE Journal of
Solid-State Circuits, VOL.35, NO.7, JULY 2000
B. Razavi: "RF Microelectronics", Prentice Hall 1998, ISBN 0-13-887571-5
J. Craninckx, M. Steyaert: "Wireless CMOS Frequency Synthesizer Design", Kluwer Academic Publishers 1998, ISBN 0-
7923-8138-6
T.H. Lee: "The Design of CMOS Radio Frequency Integrated Circuits", Cambridge University Press 1998, ISBN 0-521-
63922-0