Angular Properties for Power from a Spatial Cluster

A spatial cluster of scatterers, which forms a link between a transmitter and a receiver, behaves as a random array that passively relays the radio signal. The statistical properties of the antenna pattern for this random array are derived in the far field. The analysis is performed for circularly symmetric clusters with independent and uniformly distributed phases for the scattering events. The average lobe width, the average notch width, and the number of level crossings for the antenna pattern are derived for a Gaussian spatial cluster. The simulation of the cluster properties coincides with the analytical results.

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Published
2025-03-30
DOI
https://doi.org/10.23919/eucap63536.2025.10999945
Primary Topic
Graph Theory and Algorithms
Type
article
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article

Angular Properties for Power from a Spatial Cluster

Torbjörn Ekman
Graph Theory and Algorithms
article

Angular Properties for Power from a Spatial Cluster

Torbjörn Ekman
article en

Abstract

A spatial cluster of scatterers, which forms a link between a transmitter and a receiver, behaves as a random array that passively relays the radio signal. The statistical properties of the antenna pattern for this random array are derived in the far field. The analysis is performed for circularly symmetric clusters with independent and uniformly distributed phases for the scattering events. The average lobe width, the average notch width, and the number of level crossings for the antenna pattern are derived for a Gaussian spatial cluster. The simulation of the cluster properties coincides with the analytical results.

Norwegian University of Science and Technology (NO)
Affordable and clean energy
Openalex Percentile: Top 91%
Graph Theory and Algorithms
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