D. Wei, Y. Huang, B. Garlepp and J. Hein

Slides:



Advertisements
Similar presentations
Lecture 2 Operational Amplifiers
Advertisements

Lecture 3 Operational Amplifiers—Non-ideal behavior
ECE555 Lecture 5 Nam Sung Kim University of Wisconsin – Madison
By D. Fisher Geometric Transformations. Reflection, Rotation, or Translation 1.
The World Leader in High-Performance Signal Processing Solutions 1.ADCs - Ping-Pong Architectures 2.ADCs – Driving Them 3.DACs – Sinc Compensation 4.DACs.
and 6.855J Cycle Canceling Algorithm. 2 A minimum cost flow problem , $4 20, $1 20, $2 25, $2 25, $5 20, $6 30, $
FIGURE 12.1 Two variable process-control loops that interact.
FIGURE 9.1 Control of temperature by process control.
FIGURE 3.1 System for illustrating Boolean applications to control.
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
Jeopardy Q 1 Q 6 Q 11 Q 16 Q 21 Q 2 Q 7 Q 12 Q 17 Q 22 Q 3 Q 8 Q 13
0 - 0.
DIVIDING INTEGERS 1. IF THE SIGNS ARE THE SAME THE ANSWER IS POSITIVE 2. IF THE SIGNS ARE DIFFERENT THE ANSWER IS NEGATIVE.
SUBTRACTING INTEGERS 1. CHANGE THE SUBTRACTION SIGN TO ADDITION
Addition Facts
TDC130: High performance Time to Digital Converter in 130 nm
Paolo Branchini, Salvatore Loffredo
A Stabilization Technique for Phase-Locked Frequency Synthesizers Tai-Cheng Lee and Behzad Razavi IEEE Journal of Solid-State Circuits, Vol. 38, June 2003.
Charge Pump PLL.
HARP-B Local Oscillator
Digital Components Introduction Gate Characteristics Logic Families
Feb. 17, 2011 Midterm overview Real life examples of built chips
DAQmx下多點(Multi-channels)訊號量測
Addition 1’s to 20.
25 seconds left…...
Test B, 100 Subtraction Facts
Week 1.
We will resume in: 25 Minutes.
Interfacing to the Analog World
Interfacing to the Analog World
Thomas L. Floyd Digital Fundamentals, 9e
// RF Transceiver Design Condensed course for 3TU students Peter Baltus Eindhoven University of Technology Department of Electrical Engineering
Fast Timing Workshop Krakow, Nov 29 - Dec 1 st 2010 Part 2a.
Analog-to-Digital Converter (ADC) And
Lecture 17: Analog to Digital Converters Lecturers: Professor John Devlin Mr Robert Ross.
Lock-in amplifiers Signals and noise Frequency dependence of noise Low frequency ~ 1 / f –example: temperature (0.1 Hz), pressure.
Announcements Assignment 8 posted –Due Friday Dec 2 nd. A bit longer than others. Project progress? Dates –Thursday 12/1 review lecture –Tuesday 12/6 project.
Analog to Digital Converters (ADC) 2 ©Paul Godin Created April 2008.
Interfacing Analog and Digital Circuits
Laser to RF synchronisation A.Winter, Aachen University and DESY Miniworkshop on XFEL Short Bunch Measurement and Timing.
Phase Lock Loop EE174 – SJSU Tan Nguyen.
RF Synchronisation Issues
Ayman Khattab Mohamed Saleh Mostafa El-Khouly Tarek El-Rifai
Lock-in amplifiers
1 Phase-Locked Loop. 2 Phase-Locked Loop in RF Receiver BPF1BPF2LNA LO MixerBPF3IF Amp Demodulator Antenna RF front end PD Loop Filter 1/N Ref. VCO Phase-
Digital to Analog Converters
Motivation Yang You 1, Jinghong Chen 1, Datao Gong 2, Deping Huang 1, Tiankuan Liu 2, Jingbo Ye 2 1 Department of Electrical Engineering, Southern Methodist.
Development of a 20 GS/s Sampling Chip in 130nm CMOS Technology Jean-Francois Genat On behalf of Mircea Bogdan 1, Henry J. Frisch 1, Herve Grabas 3, Mary.
TOF Electronics Qi An Fast Electronics Lab, USTC Sept. 16~17, 2002.
Chapter 13 Linear-Digital ICs. Copyright ©2009 by Pearson Education, Inc. Upper Saddle River, New Jersey All rights reserved. Electronic Devices.
Understanding ADC Specifications September Definition of Terms 000 Analogue Input Voltage Digital Output Code FS1/2.
ACOE2551 Microprocessors Data Converters Analog to Digital Converters (ADC) –Convert an analog quantity (voltage, current) into a digital code Digital.
The World Leader in High-Performance Signal Processing Solutions Design a Clock Distribution for a WCDMA Transceiver System CSNDSP 2006 Session: B.11 Systems.
A 1V 14b Self-Timed Zero- Crossing-Based Incremental ΔΣ ADC[1] Class Presentation for Custom Implementation of DSP By Parinaz Naseri Spring
Data Acquisition ET 228 Chapter 15 Subjects Covered Analog to Digital Converter Characteristics Integrating ADCs Successive Approximation ADCs Flash ADCs.
Analog-to-Digital and Digital-to-Analog Conversion
Digital to Analog Converter (DAC)
Embedded Control Systems Dr. Bonnie Heck School of ECE Georgia Tech.
Low Power, High-Throughput AD Converters
Electronic Devices and Circuit Theory
CI Lecture Series Summer 2010 An Overview of IQ Modulation and Demodulation Techniques for Cavity LLRF Control.
PLL Sub System4 PLL Loop Filter parameters: Loop Type and Order
ANALOG-TO-DIGITAL CONVERTERS
Chapter 13 Linear-Digital ICs
Lock-in amplifiers
DESIGN AND SIMULATION OF A PHASE LOCKED LOOP FOR HIGH SPEED SERDES
Phase-Locked Loop Design
Lesson 8: Analog Signal Conversion
Lecture 17 Analog Circuit Test -- A/D and D/A Converters
DARE180U New Analog IPs Laurent Berti AMICSA 2018, LEUVEN.
Presentation transcript:

A Monolithic Low-Bandwidth Jitter-Cleaning PLL with Hitless Switching for SONET/SDH Clock Generation D. Wei, Y. Huang, B. Garlepp and J. Hein Silicon Laboratories Inc., Austin, Texas Presented in ISSCC, Feb, 2006

New Breed of Analog Designers: digAnalog Requirement for analog interface is higher and higher (i.e. multimedia application), yet technology advancement shies away from the analog performance Example: 1/f noise, gate leakage, device non-ideality Digital signal processing is so powerful today! Deep sub-micron CMOS More computation power for limited-size area Integration is the trend Consumer electronics require compactness Delicate process means higher ASP and lower revenues Q: can we enhance the “analog” performance by the power of “digital”?

Insights of Analog-to-digital Interface  Go against the technology trend

Insights of Analog-to-digital Interface (con’t)  Demand faster technology but with less accuracy!

digAnalog Design Rules Good understanding of the system requirements “To dig or not to dig, that is the question” Pick the right “candidate” (voltage, current, flux, phase, …) to process What defines your “signal”? Faster technology available (and cheap!) signal bandwidth vs. sampling clock

Example: Switch References in PLL

What should I digitize?

SONET/SDH Clock Management 100% Redundancy is required at the line-card timing reference

Type-II PLL Phase Transient During Reference-switching Dmax : maximum phase deviation d/dt : maximum phase step slope

Maximum Time Interval Error (MTIE) Phase Offset (25.7ns max) slope < 81ns/1.326ms Frequency Offset (9.2ppm max) Typical LBW choice: 250Hz (clk rearrangement) ~ 1KHz( frequency translation)

“Hitless” Phase-Switching Architecture t=t1, selA=1 / selB=0  fA- foffsetA,0 = fout,1, foffsetB,1 = fB t=t2, selA=0 / selB=1  fB- foffsetB,1 = fout,2, foffsetA,2 = fA  Dfout,1,2 = (fA-fB)-(foffsetA,0-foffsetB,1) = 0 if fA and fB ~ constant

Digital Implementation of Hitless Switching (1) PLL LBW < 12KHz PFD SDADC fs = 311MHz

PFD ADC and Auto-zero Loop “shift” the offset DAC value AZ bandwidth ~ 100KHz D avoids the DAC overflow Loop Bandwidth < 12KHz vs. SDADC fs = 311MHz  SNR > 22bits PFD full scale = 6.42ns  Offset DAC LSB ~ 100ps

What if Frequency Error Is Present? <8FSPD Dfoffset,max =FSPD modulus (k=0~7) Dfout,1,2 = (fA-fB) - (foffsetA-foffsetB) – k  (0.5  2FSPD) 2FSPD: Phase Detector Full-scale (6.42ns)

Digital Implementation of Hitless Switching (2) Each swallow: TD = 8Tvco

Phase Transient Measurement Setup adjustable Df Linear phase detector “demodulates” the DUT output phase LOS (loss-of-signal) on clkB triggers the oscilloscope

Measured Phase Transient During Reference-switching Wandering due to LOS Loop relocks the phase 116ps PD out residual Df = 35ps LOSB trigger the switching Initial Df = 180 (~25ns) LOSB Mode: Auto-switching (LOS triggers the switching)

Removing the External Loop Filter DSP implementation replaces the bulky external loop filters (LF) Less Bill-of-Materials (BOM) Avoid excess noise-coupling at post-LF nodes

DSP-based Loop Filter Implementation Gain ratio controls LBW and peaking No external loop filter components needed

PLL Bandwidth and Peaking Control Feedforward (F) PFD ADC Integration (I) feedforward bits added Input bits accumulated varactor codes Reduced by SD (rounding) KF ~ LBW / (KPD x Kv) KI ~ (LBW)2 x (d-1) / (KPD x Kv) For Type-II PLL with low-peaking (d<0.1dB),

Connecting the Loop Filter to Varactors 2nd-order SD generates varactor cntl. voltage DAC expander reduces the analog hardware cost by 16x

VCO Varactor Implementation

Varactor DAC and Multiplexer At any instant, only 8 varactors receive DAC tuning voltages

DAC Movement Across Sub-Varactor Accumulator bits slowly move the DAC banks Feedforward bits vary the tuning voltage Vg

Chip Micrograph 3.5mm 5.1mm reference generator. output drivers PFD/ADC B VCO divider 3.5mm digital routes / regulators PFD/ADC F varactor master regulator PFD/ADC A DAC expander multiplexer 5.1mm

Discrete Solution vs. Integrated Solution 50mm discrete solution hybrid solution 23mm 11mm presented solution No external loop filters are required. dramatically simplifies the line card design!

PLL Characteristics Measurement 10 100 1K 10K 100K 1M 10M Frequency (Hz) L(f) (dBc/Hz) -20 -40 -60 -80 -100 -120 -140 -160 Phase Noise @ LBW=800Hz 622.08MHz Output -97dBc/Hz @10KHz -142dBc/Hz @1MHz Jitter Generation Frequency (Hz) 100 1K 10K -2 -4 -6 -8 -10 -12 -14 -16 Loop Transfer (dB) 800Hz 1600Hz 3200Hz 6400Hz Jitter Transfer 2 19.44Mhz Input 622.08MHz Output Measured integrated jitter: OC48 band  0.69ps OC192 band  0.26ps Measured peaking: < 0.1dB

Performance Summary 0.25m-CMOS 3.5mm by 5.1mm 11 X 11 CBGA 350mW Technology 0.25m-CMOS Die Size 3.5mm by 5.1mm Package 11 X 11 CBGA Power @ Vdd=3.3V 350mW Supported PLL Bandwidth (LBW) 800Hz, 1600Hz, 3200Hz, 6400Hz Loop Transfer Peaking <0.1dB During Reference Switch @ BW=800Hz Maximum Output Phase Step 200ps Maximum Output Phase Slope (MTIE: <61.08 ns/ms for 3/4E) 4.5 ns/ms Jitter Generation @ BW=800Hz OC-48 band (12KHz ~ 20MHz) 0.8ps (WC) OC-192 band (50KHz ~ 80MHz) 0.4ps (WC)

Conclusion Digital “hitless” clock-switching is demonstrated, enabling the on-chip implementation for SONET/SDH clock management. Loop components are digitally implemented, which minimizes the external noise coupling and also has the good control over loop characteristics. Concise digital implementation of digital varactors simplifies the hardware implementation, and enhances the VCO performance, enabling the “jitter-cleaning” to the PLL input clocks.