abstract

• In this paper, we analyze the first-order (FO) statistics of two new geometry-based statistical models for small-scale nonstationary time-frequency (TF) dispersive mobile-to-mobile (M2M) fading channels. We derive exact analytic expressions for the joint and marginal probability density functions (PDFs) of the envelope and phase of both models. In addition, we analyze the asymptotic behavior of these PDFs as the number of multipath components of the received signal approaches infinity. The obtained results are of practical relevance, as they can be used as a benchmark to investigate the influence of the small-scale fading statistics of nonstationary channels on the M2M communication systems%27 performance. © 2016 IEEE.
• In this paper, we analyze the first-order (FO) statistics of two new geometry-based statistical models for small-scale nonstationary time-frequency (TF) dispersive mobile-to-mobile (M2M) fading channels. We derive exact analytic expressions for the joint and marginal probability density functions (PDFs) of the envelope and phase of both models. In addition, we analyze the asymptotic behavior of these PDFs as the number of multipath components of the received signal approaches infinity. The obtained results are of practical relevance, as they can be used as a benchmark to investigate the influence of the small-scale fading statistics of nonstationary channels on the M2M communication systems' performance. © 2016 IEEE.

authors

• Campos Delgado Daniel Ulises
• Gutiérrez C.A.
• Jaime Rodríguez J.J.
• Luna Rivera José Martin

publication date

• 2016-01-01

published in

• International Conference on Wireless and Mobile Computing, Networking and Communications  Proceedings

keywords

• First-order statistics; mobile-to-mobile communications; non-WSSUS channels; nonstationary random processes; Vehicular communications Benchmarking; Fading channels; Machine-to-machine communication; Mobile computing; Probability density function; Random processes; Statistics; First-order statistics; Mobile-to-mobile communications; Non-stationary random process; Vehicular communications; WSSUS channel; Mobile telecommunication systems

Digital Object Identifier (DOI)

• 10.1109/WiMOB.2016.7763232

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