Introduction to MIMO Communications

Introduction to MIMO Communications

by Jerry R. Hampton
Introduction to MIMO Communications

Introduction to MIMO Communications

by Jerry R. Hampton

eBook

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Overview

This accessible, self-contained guide contains everything you need to get up to speed on the theory and implementation of MIMO techniques. In-depth coverage of topics such as RF propagation, space-time coding, spatial multiplexing, OFDM in MIMO for broadband applications, the theoretical MIMO capacity formula and channel estimation will give you a deep understanding of how the results are obtained, while detailed descriptions of how MIMO is implemented in commercial WiFi and LTE networks will help you apply the theory to practical wireless systems. Key concepts in matrix mathematics and information theory are introduced and developed as you need them, and key results are derived step-by-step, with no details omitted. Including numerous worked examples, and end-of-chapter exercises to reinforce and solidify your understanding, this is the perfect introduction to MIMO for anyone new to the field.

Product Details

ISBN-13: 9781107703186
Publisher: Cambridge University Press
Publication date: 11/28/2013
Sold by: Barnes & Noble
Format: eBook
File size: 27 MB
Note: This product may take a few minutes to download.

About the Author

Jerry R. Hampton is a research engineer with over 30 years of experience in communications systems engineering. He is a member of the principal professional staff in the Applied Physics Laboratory, and an Adjunct Professor in the Whiting School of Engineering, at Johns Hopkins University, where he teaches a graduate course in MIMO wireless communications.

Table of Contents

1. Overview of MIMO communications; 2. The MIMO capacity formula; 3. Applications of the MIMO capacity formula; 4. RF propagation; 5. MIMO channel models; 6. Alamounti coding; 7. Space-time coding; 8. Spatial multiplexing; 9. Broadband MIMO; 10. Channel estimation; 11. Practical MIMO examples; Appendices: A. MIMO system equation normalization; B. Proof of Theorem 5.2; C. Derivation of Eq. 7.9; D. Maximum likelihood decoding rules for selected OSTBSs; E. Derivation of Eq. 8.68; Appendix F. Parameters for the non-unequal HT modulation and coding schemes in IEEE 802.11n; References; Index.
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