This paper investigates the accuracy of recently proposed stochastic geometry-based modeling of low earth orbit (LEO) satellite networks. In particular, we use the Wasserstein Distance-inspired method to analyze the distances between different models, including Fibonacci lattice and orbit models. We propose an algorithm to calculate the distance between the generated point sets. Next, we test the algorithm's performance and analyze the distance between the stochastic geometry model and other more widely acceptable models using numerical results.
翻译:本文件调查了最近提议的低地球轨道卫星网络基于随机几何建模的准确性,特别是我们使用瓦塞斯坦远程启发法分析不同模型之间的距离,包括Fibonacci lattice和轨道模型。我们提出了计算生成点集之间的距离的算法。接下来,我们测试了算法的性能,并用数值结果分析了随机几何模型与其他更广泛的可接受模型之间的距离。