Phase-Locked Loops for Wireless Communications, Softcover reprint of the original 1st ed. 1998
Digital and Analog Implementation

This book is intended for the graduate or advanced undergraduate engineer. The primary motivation for writing the text was to present a complete tutorial of phase-locked loops with a consistent notation. As such, it can serve as a textbook in formal classroom instruction, or as a self-study guide for the practicing engineer. A former colleague, Kevin Kreitzer, had suggested that I write a text, with an emphasis on digital phase-locked loops. As modem designers, we were continually receiving requests from other engineers asking for a definitive reference on digital phase-locked loops. There are several good papers in the literature, but there was not a good textbook for either classroom or self-paced study. From my own experience in designing low­ phase noise synthesizers, I also knew that third-order analog loop design was omitted from most texts. With those requirements, the material in the text seemed to flow naturally. Chapter 1 is the early history of phase-locked loops. I believe that historical knowledge can provide insight to the development and progress of a field, and phase-locked loops are no exception. As discussed in Chapter 1, consumer electronics (color television) prompted a rapid growth in phase-locked loop theory and applications, much like the wireless communications growth today. 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.

Preface. 1. The Early History of Phase-Locked Loops. 2. Analog Phase-Locked Loops. 3. Root Locus and Frequency Analysis. 4. Acquisition and Tracking. 5. Digital Transforms. 6. Digital Closed Loop Analysis. 7. Digital Transformations of Analog Phase-Locked Loops. 8. Stability and Frequency Response of Digital Loops. 9. All Digital Phase-Locked Loops. 10. Digital PLL Responses and Acquisition. 11. Synchronizers for Digital Communications. 12. Phase Noise Analysis. Appendix A: Laplace Transforms. Appendix B: Z Transforms. Index.

Engineers and graduate students.