Time-Dependent Network Topology Optimization for LEO Satellite Constellations

TL;DR

This paper presents a novel dynamic topology optimization algorithm for LEO satellite networks, improving capacity, latency, and stability by considering time-dependent factors and satellite performance scores.

Contribution

The paper introduces the DoTD algorithm, a new approach that optimizes LEO satellite topologies over time using a time-dependent scoring function, addressing scalability and dynamic network challenges.

Findings

Outperforms baseline methods in network efficiency

Enhances network resilience and capacity

Ensures scalable and consistent topology evaluation

Abstract

Today's Low Earth Orbit (LEO) satellite networks, exemplified by SpaceX's Starlink, play a crucial role in delivering global internet access to millions of users. However, managing the dynamic and expansive nature of these networks poses significant challenges in designing optimal satellite topologies over time. In this paper, we introduce the \underline{D}ynamic Time-Expanded Graph (DTEG)-based \underline{O}ptimal \underline{T}opology \underline{D}esign (DoTD) algorithm to tackle these challenges effectively. We first formulate a novel space network topology optimization problem encompassing a multi-objective function -- maximize network capacity, minimize latency, and mitigate link churn -- under key inter-satellite link constraints. Our proposed approach addresses this optimization problem by transforming the objective functions and constraints into a time-dependent scoring function. This empowers each LEO satellite to assess potential connections based on their dynamic performance scores, ensuring robust network performance over time without scalability issues. Additionally, we provide proof of the score function's boundary to prove that it will not approach infinity, thus allowing each satellite to consistently evaluate others over time. For evaluation purposes, we utilize a realistic Mininet-based LEO satellite emulation tool that leverages Starlink's Two-Line Element (TLE) data. Comparative evaluation against two baseline methods -- Greedy and $+$Grid, demonstrates the superior performance of our algorithm in optimizing network efficiency and resilience.