A Simulation Model for Generating Time Variant Gamma-Shadowed Ricean Fading Samples

When in the mobile radio channel there are simultaneous variations of the EM field due to multipath propagation and the shadowing effect, then the fluctuations of the composite signal envelope can be described using the Gamma shadowed Ricean distribution. For a precise analysis of the transmission of information through the radio channel, it is necessary to have a simulation model that takes into account the second order characteristics of this process. In this paper, we provide an approach for generating random process whose instantaneous values have the so-called Gamma-shadowed Ricean distribution. We present the time forms of the generated process, probability density function and autocovariance functions, and draw appropriate conclusions regarding the aforementioned characteristics.

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Published
2024-11-26
DOI
https://doi.org/10.1109/telfor63250.2024.10819177
Primary Topic
Advanced Data Compression Techniques
Type
article
Field-Weighted Citation Impact
0.00

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article

A Simulation Model for Generating Time Variant Gamma-Shadowed Ricean Fading Samples

Goran T. Djordjević, Predrag Ivaniš, Ivan Radojkovic, Dejan Milić
Advanced Data Compression Techniques
article

A Simulation Model for Generating Time Variant Gamma-Shadowed Ricean Fading Samples

Goran T. Djordjević, Predrag Ivaniš, Ivan Radojkovic, Dejan Milić
article en

Abstract

When in the mobile radio channel there are simultaneous variations of the EM field due to multipath propagation and the shadowing effect, then the fluctuations of the composite signal envelope can be described using the Gamma shadowed Ricean distribution. For a precise analysis of the transmission of information through the radio channel, it is necessary to have a simulation model that takes into account the second order characteristics of this process. In this paper, we provide an approach for generating random process whose instantaneous values have the so-called Gamma-shadowed Ricean distribution. We present the time forms of the generated process, probability density function and autocovariance functions, and draw appropriate conclusions regarding the aforementioned characteristics.

University of Nis (RS), University of Belgrade (RS)
Science Fund of the Republic of Serbia
Zero hunger
Openalex Percentile: Top 75%
Advanced Data Compression Techniques
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