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Spring 2008. Jitter Experiment Final presentation. Performed by Greenberg Oleg Hahamovich Evgeny. Supervised by Mony Orbah. Objective.
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Spring 2008 Jitter ExperimentFinal presentation Performed by Greenberg Oleg Hahamovich Evgeny Supervised by Mony Orbah
Objective Creating an experiment environment, which will include theoretical introduction and practical exposure to the jitter subject, allowing the student to investigate and get familiar with Jitter types, components and sources
Motivation for Jitter Analysis Uniform Requirements Clock Statistic Analysis Short Time Measurements Extrapolation Determining Jitter Components
Experiment Environment Jitter created by FM Tabor Arbitrary Waveform Generetor 2571a Maximum frequency 100 MHz Ability to create different Modulation types Agilent Oscilloscope MS08104A Bandwidth 1 GHz Sample Rate 4 GS/s “EZJIT” Package “EZJIT Plus” options were implemented using DSO80204B Oscilloscope model
Experiment Overview • Introduction • Part A – Jitter basics • Eyediagram • Introduction to histogram • Analyzing relation between Jitter types • Mathematical connection between Jitter types • Part B – Jitter separation methodology • Dual-Dirac model definition • Tail fit separation method • Fourier transform separation method • Part C – Jitter statistic analysis • Eye closure using bathtub curve • Margins measurement • RJ-DJ identification • Appendixes
Part A Jitter basics
Eye Diagram Objective • Introduction to eye diagram • Noise influence on eye opening (sampling margins) Realization • Creating phase noise using FM modulation • Analyzing eye diagram for a clean signal vs. “noisy” (modulated) signal Clean (un-modulated) signal FM modulated signal
Histogram Objective • Introduction to Histogram • Characterizing Jitter using Histogram Realization • Histogram for voltage level • Histogram for Jitter measurement TIE histogram for FM modulation by a sin wave Sin wave histogram
Jitter Measurement Types Objective • Visualization of differential / integration relation between jitter measurement types • Calculating ratio of Std Dev between different jitter measurement types Realization • Using FM modulation analyzing TIE, C2C and periodic Jitter trends • Increasing RJ by lowering the amplitude and the slope of the wave
Trend Measurement Results TIE jitter trend Period jitter trend C2C jitter trend
Part B Jitter separation methodology
Dual Dirac model Objective • Compare DJ theoretical calculation to measured values • Verification of the model Realization • Forcing as appose to Calculation of for square modulation
Tail fit separation method Objective • Testing the connection • Verification of the model Realization • Measuring RJ using low amp. wave • Calculating predicted DJ • Comparing results to the scopes separation application
Tail fit – Results analysis Manually measured results Scope application results
Fourier transport method Objective • Analyzing the connection between modulation parameters and FFT parameters • Detecting DJ causing frequency Realization • FM sin modulation for simple FFT • Applying a FFT and measuring the parameters
Fourier Results FFT peak value is ½ of the DJ FFT peak appears at the modulation frequency Additional feature – Ability to find causing frequency of Jitter RJ-DJ extraction results FFT results
Part C Jitter statistic analysis
Eye Closure - Bathtub Curve Objective • Comparing eye closure at different BER’s • Finding relation between FM modulation (System Noise) and eye closure Realization • Eye analysis using Bathtub curve • DJ calculation comparison to measured eye closure
Eye closure - Results Frequency Deviation 20 KHz Frequency Deviation 25 KHz Eye closure at BER(10-3) Eye closure at BER(10-12) For low RJ we reach eye closure at freq. dev.=28 KHz
Margins Measurement Objective • Practical example - Acquiring ability to test marginality using bathtub curve Results - Measuring margins by the following formula When TJ(System) is measured and TJ(Sampler) is given to the student
RJ-DJ identification TJ~DJ TJ~RJ Objective • Acquiring ability to make visual RJ-DJ separation using the Bathtub curve • Getting acquainted with RJ, DJ separation on the bathtub curve • Proving the relation between slope and RJ Realization • Increasing RJ and DJ separately and analyzing using bathtub curve
RJ-DJ Results Mainly DJ Mainly RJ Low freq. dev. High freq. dev.
Additional Material General background for Jitter, Jitters components and its causes Arbitrary waveform generator overview Scope usage short overview
Conclusions We focused on clock Jitter due to its simpler structure The implementation of the experiment requires very simple environment The project contains great variety of tests that allow flexibility at the final experiment Left out the DCD measurement due to required hardware complexity Topics for next experiments: Data Jitter, N-cycle Jitter