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Phase-Locked Loops for Wireless Communications : Digital and Analog Implementation

Author: Donald R Stephens
Publisher: Boston, MA : Springer US, 1998.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Summary:
This is a contemporary reference work on phase-locked loops for wireless communications engineers. The coverage is comprehensive and includes summary chapters on the circuit theory needed to explain the theory and operation of phase-locked loops and the supporting mathematics necessary for analysis. These include concise discussions of Laplace transformations, z-Transformations, root locus, Bode analysis, partial  Read more...
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Details

Genre/Form: Electronic books
Additional Physical Format: Print version:
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: Donald R Stephens
ISBN: 9781461557173 1461557178
OCLC Number: 851807828
Description: 1 online resource (xv, 379 pages)
Contents: 1 The Early History of Phase-Locked Loops --
1.1 History --
1.2 References --
2 Analog Phase-Locked Loops --
2.1 Time Domain Analysis of Phase-Locked Loops --
2.2 Frequency Domain Analysis of Phase-Locked Loops --
2.3 Partial Fraction Expansion --
2.4 First Order Loop Responses --
2.5 Definition of Loop Order --
2.6 Second Order Phase-Locked Loops --
2.7 Third Order Phase-Locked Loops --
2.8 References --
2.9 Problems --
3 Root Locus and Frequency Analysis --
3.1 Root Locus --
3.2 Frequency Analysis --
3.3 FM Demodulator --
3.4 Noise Bandwidth --
3.5 Third Order Phase-Locked Loop Design --
3.6 References --
3.7 Problems --
4 Acquisition and Tracking --
4.1 First Order Acquisition --
4.2 Second Order Loop Acquisition --
4.3 Acquisition in Noise --
4.4 Frequency Sweeping --
4.5 Acquisition Summary --
4.6 Summary of Analog Phase-Locked Loop Design Equations --
4.7 References --
4.8 Problems --
5 Digital Transforms --
5.1 The Pulse Transform --
5.2 Z Transform --
5.3 Inverse Z-Transform --
5.4 Partial Fraction Expansion --
5.5 Synthetic Division --
5.6 Modified Z-Transform --
5.7 Zero Order Hold --
5.8 References --
5.9 Problems --
6 Digital Closed Loop Analysis --
6.1 Loops With Samplers --
6.2 Multirate Sampling --
6.3 References --
6.4 Problems --
7 Digital Transformations of Analog Phase-Locked Loops --
7.1 Analog Loop Transformations --
7.2 All Digital Loops With Block Elements --
7.3 Loop Filter Transformations --
7.4 VCOs --
7.5 Complete Digital PLL Equations --
7.6 References --
7.7 Problems --
8 Stability and Frequency Response of Digital Loops --
8.1 Stability --
8.2 Noise Bandwidth of Digital Phase-Locked Loops --
8.3 Sampling Rate Effect Upon Loop Bandwidth --
8.4 References --
8.5 Problems --
9 All Digital Phase-Locked Loops --
9.1 Non-Uniform Sampling --
9.2 Noise Analysis of the Second Order Loop --
9.3 Noise Bandwidth of First Order Loops --
9.4 Components of Digital Phase-Locked Loops --
9.5 Phase Detectors --
9.6 References --
9.7 Problems --
10 Digital PLL Responses and Acquisition --
10.1 Linearized Input Responses --
10.2 Nonlinear Analysis --
10.3 Phase Plane Analysis --
10.4 Phase Error Variance --
10.5 Probability of Acquisition --
10.6 Probability of Cycle Slip --
10.7 Nonlinear Analysis of Second Order Loops --
10.8 Acquisition for Non-Uniform Sampling Phase-Locked Loops --
10.9 References --
10.1 Problems --
11 Synchronizers for Digital Communications --
11.1 The Synchronization Problem --
11.2 BPSK and QPSK Synchronization --
11.3 Lock Detectors --
11.4 Costas Loops --
11.5 Timing Synchronizers --
11.6 Interpolators --
11.7 References --
11.8 Problems --
12 Phase Noise Analysis --
12.1 Introduction to Phase Noise --
12.2 Phase Noise in Phase-Locked Loops --
12.3 Phase Noise of Oscillators --
12.4 Phase Noise of Dividers --
12.5 Consequences of Phase Noise --
12.6 Phase Noise Measurements --
12.7 References --
12.8 Problems --
Appendix A Laplace Transforms --
Appendix B Z Transforms.
Responsibility: by Donald R. Stephens.

Abstract:

xiv Preface Although all-analog phase-locked loops are becoming rare, the continuous- time nature of analog loops allows a good introduction to phase-locked loop theory.  Read more...

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