Fading and Interference Mitigation in Wireless Communications  book cover
1st Edition

Fading and Interference Mitigation in Wireless Communications





ISBN 9781466508415
Published December 11, 2013 by CRC Press
264 Pages 75 B/W Illustrations

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Book Description

The rapid advancement of various wireless communication system services has created the need to analyze the possibility of their performance improvement. Introducing the basic principles of digital communications performance analysis and its mathematical formalization, Fading and Interference Mitigation in Wireless Communications will help you stay up to date with recent developments in the performance analysis of space diversity reception over fading channels in the presence of cochannel interference.

The book presents a unified method for computing the performance of digital communication systems characterized by a variety of modulation and detection types and channel models. Explaining the necessary concepts of digital communication system design, the book guides you step by step through the basics of performance analysis of digital communication receivers.

Supplying you with the tools to perform an accurate performance evaluation of the proposed communication scenarios, the book includes coverage of multichannel reception in various fading environments, influence of cochannel interference, and macrodiversity reception when channels are simultaneously affected by various types of fading and shadowing. It also includes many numerical illustrations of applications that correspond to practical systems.

The book presents a large collection of system performance curves to help researchers and system designers perform their own tradeoff studies. The presented collection of system performances will help you perform trade-off studies among the various communication type/drawback combinations in order to determine the optimal choice considering the available constraints.

The concepts covered in this book can be useful across a range of applications, including wireless, satellite, terrestrial, and maritime communications.

Table of Contents

Introduction

Modeling of Fading Channels
Multipath Fading
     Rayleigh Fading Model 
     Rician Fading Model 
     Hoyt Fading Model 
     Nakagami-m Fading Model 
     Weibull Fading Model 
     α-μ (Generalized Gamma) Fading Model 
     κ-μ Fading Model 
     η-μ Fading Model
Shadowing (Long Time Fading) 
     Log-Normal Shadowing Model 
     Gamma Shadowing Model
Composite Fading Models 
     Suzuki Fading Model 
     Generalized K Fading Model 
     Rician Shadowing Model
References

Correlative Fading Models
Novel Representations of Multivariate
Correlative α-μ Fading Model 
     Exponential Correlation Model 
     Constant Correlation Model 
     General Correlation Model
Bivariate Rician Distribution
Bivariate Hoyt Distribution
Bivariate Generalized K Distribution
References

Performances of Digital Receivers
System Performance Measures 
     Average Signal-to-Noise Ratio 
     Outage Probability 
     Average Symbol Error Probability 
     Amount of Fading 
     Level Crossing Rate 
     Average Fade Duration
Space Diversity Combining 
     Maximal Ratio Combining 
     Equal Gain Combining 
     Selection Combining 
     Switch-and-Stay Combining
Macrodiversity Reception
References

Single-Channel Receiver over Fading Channels in the Presence of CCI

Performance Analysis of Reception over α-μ Fading Channels in the Presence of CCI
Performance Analysis of the Reception over κ-μ Fading Channels in the Presence of CCI
Performance Analysis of the Reception over Hoyt Fading Channels in the Presence of CCI
Performance Analysis of the Reception over η-μ Fading Channels in the Presence of CCI
Performance Analysis of the Reception over α-η-μ Fading Channels in the Presence of CCI
Performance Analysis of the Reception over Generalized K Fading Channels in the Presence of CCI
References

Multichannel Receiver over Fading Channels in the Presence of CCI
Diversity Reception over α-μ Fading Channels in the Presence of CCI 
     SSC Diversity Reception with Uncorrelated Branches
     SSC Diversity Reception with Correlated Branches
     SC Diversity Reception with Uncorrelated Branches
     SC Diversity Reception over Constantly Correlated α-μ Fading Channels 
     SC Diversity Reception over Exponentially Correlated α-μ Fading Channels 
     SC Diversity Reception over Generally Correlated α-μ Fading Channels
Diversity Reception over Rician Fading Channels in the Presence of CCI 
     SSC Diversity Reception with Uncorrelated Branches 
     SSC Diversity Reception with Correlated Branches 
     SC Diversity Reception with Uncorrelated Branches 
     SC Diversity Reception with Correlated Branches
Diversity Reception over Generalized K Fading Channels in the Presence of CCI 
     SSC Diversity Reception with Uncorrelated Branches 
     SSC Diversity Reception with Correlated Branches 
     SC Diversity Reception with Uncorrelated Branches 
     SC Diversity Reception with Correlated Branches
Diversity Reception over Rayleigh Fading Channels in Experiencing an Arbitrary Number of Multiple CCI 
     SSC Diversity Reception with Uncorrelated Branches 
     SSC Diversity Reception with Correlated Branches 
     SC Diversity Reception with Uncorrelated Branches 
     SC Diversity Reception with Correlated Branches
References

Macrodiversity Reception over Fading Channels in the Presence of Shadowing
SC Macrodiversity System Operating over Gamma-Shadowed Nakagami-m Fading Channels 
     Uncorrelated Shadowing 
     Correlated Shadowing
SC Macrodiversity System Operating over Gamma-Shadowed κ-μ Fading Channels
References

Evaluations of Channel Capacity under Various Adaptation Policies and Diversity Techniques
Channel and System Model 
     -μ Fading Channel and System Model 
     Weibull Fading Channel and System Model
Optimal Power and Rate Adaptation Policy 
     κ-μ Fading Channels 
     Weibull Fading Channels
Constant Power with Optimal Rate Adaptation Policy 
     κ-μ Fading Channels 
     Weibull Fading Channels
Channel Inversion with Fixed Rate Adaptation Policy 
     κ-μ Fading Channels 
     Weibull Fading Channels
Truncated Channel Inversion with Fixed Rate 
     κ-μ Fading Channels 
     Weibull Fading Channels
Numerical Results
References

Appendix
Index

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Author(s)

Biography

Stefan R. Panic received his MSc and PhD in electrical engineering from the Faculty of Electronic Engineering, Niš, Serbia, in 2007 and 2010, respectively. His research interests in the field of mobile and multichannel communications include statistical characterization and modeling of fading channels, performance analysis of diversity combining techniques, and outage analysis of multiuser wireless systems subject to interference. In the field of digital communications, his current research interests include information theory, source, and channel coding, and signal processing. He has published more than 40 SCI indexed papers. Currently, he works as docent in the Department of Informatics, Faculty of Natural Science and Mathematics, University of Priština, Serbia.

Mihajlo Stefanovic was born in Niš, Serbia in 1947. He received B.Sc., M.Sc. and Ph.D. degrees in electrical engineering from the Faculty of Electronic Engineering (Department of Telecommunications), University of Niš, Serbia, in 1971, 1976 and 1979, respectively. His primary research interests are statistical communication theory, optical and satellite communications. He has written or co-authored a great number of journal publications.

Jelena Anastasov was born in Vranje, Serbia in 1982. She received her M.Sc. degree in Electrical Engineering from the Faculty of Electronic Engineering, Niš, Serbia, in 2006 as the best graduated student of the generation 2001/2002. She is currently pursuing her PhD degree in the Telecommunications Department, as a Research Assistant at the Faculty of Electronic Engineering, Niš, Serbia. Her research interests are statistical communication theory, optical and satellite communications, and optimal receiver design. She has published several journal publications on the above subject.

Petar Spalevic was born in Kraljevo, Serbia in 1973. He received his B.Sc.and M.Sc. degrees in electrical engineering from the Faculty of Electronic Engineering, University of Priština, Serbia, and his Ph.D. degree from the Faculty of Electronic Engineering, University of Niš, Serbia. His research interests are statistical communication theory, optical and satellite communications, and optimal receiver design. He has published several journal publications on the above subject.