BROWSE
Detail
Journal Article
Performance Analysis of Satellite Communication System Under the Shadowed-Rician Fading: A Stochastic Geometry Approach
Cited 58 time in 
Download 14 time
Share 
Download 14 time
Share
- Authors
- Dong-Hyun Jung, Joon-Gyu Ryu, Woo-Jin Byun, Junil Choi
- Issue Date
- 2022-04
- Citation
- IEEE Transactions on Communications, v.70, no.4, pp.2707-2721
- ISSN
- 0090-6778
- Publisher
- IEEE
- Language
- English
- Type
- Journal Article
- Project Code
- 22HH4700, Development of core technologies for 3D Coverage Satellite Communication, Seung Keun Park
- Abstract
- In this paper, we consider downlink low Earth orbit (LEO) satellite communication systems where multiple LEO satellites are uniformly distributed over a sphere at a certain altitude according to a homogeneous binomial point process (BPP). Based on the characteristics of the BPP, we analyze the distance distributions and the distribution cases for the serving satellite. We analytically derive the exact outage probability, and its approximated expression is obtained using the Poisson limit theorem. With these derived expressions, the system throughput maximization problem is formulated under the satellite-visibility and outage constraints. To solve this problem, we reformulate it with bounded feasible sets and propose an iterative algorithm to obtain near-optimal solutions. Simulation results perfectly match the derived exact expressions for the outage probability and system throughput. The analytical results of the approximated expressions are fairly close to those of the exact ones. It is also shown that the proposed algorithm for the throughput maximization is very close to the optimal performance obtained by a two-dimensional exhaustive search.
- KSP Keywords
- Binomial point process(BPP), Low earth orbit (LEO) satellite, Near optimal solution, Outage probability(OP), Performance analysis, Shadowed Rician fading, Stochastic geometry, System throughput maximization, Uniformly distributed, analytical results, distance distributions