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基于模拟退火重采样的点质量滤波重力匹配方法

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使用点质量滤波算法进行重力辅助导航计算时,粒子群在经过若干次迭代后,重要性权值的方差会随着时间递增,使得粒子群不能有效表达状态量的后验概率密度.使用模拟退火算法对点质量滤波算法重采样过程进行优化,通过随机概率方式来保留小权重粒子和新生成粒子,分别保证了粒子权重与粒子空间分布的多样性,能够有效降低粒子权重方差,增大粒子分布的离散程度,使点质量滤波算法具有突破局部最优解的能力.实验验证表明,改进的算法可以在较短时间内将平均匹配位置误差降至500 m内.改进算法兼顾有效性与稳定性,减缓了粒子退化速率,解决了由于粒子退化而造成后续估计都不准确的问题,提高了重力匹配算法的定位精度和长时稳定性.
Point Mass Filtering Gravity Matching Method Based on Simulated Annealing Resampling
When utilizing point mass filtering algorithms for gravity-assisted navigation computations,after several iterations,the variance of the importance weights of the particle swarm tends to increase over time.This results in the particle swarm being unable to effectively express the posterior probability density of the state variables.This paper optimizes the resampling process of the point mass filtering algorithm using a simulated annealing algorithm.The optimization involves retaining low-weight particles and introducing new particles through a random probability mechanism.This approach ensures diversity in both particle weights and spatial distribution,effectively reducing the variance of particle weights,increasing the dispersion of particle distribution,and endowing the point mass filtering algorithm with the capability to overcome local optima.Experimental validation demonstrates that the improved algorithm can reduce the average matching position error to within 500 meters within a relatively short period.Evidently,the enhanced algorithm strikes a balance between effectiveness and stability,mitigating the rate of particle degeneration and resolving the issue of subsequent estimation inaccuracies caused by particle degradation.This leads to an enhancement in the positioning accuracy and long-term stability of the gravity matching algorithm.

gravity-assisted navigationpoint mass filteringBayesian estimationresamplingsimulated annealing algorithm

蔡体菁、鲁智谦、高帅鹏

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东南大学仪器科学与工程学院,江苏南京 210096

重力辅助导航 点质量滤波 贝叶斯估计 重采样 模拟退火算法

中国船舶集团有限公司第七一七研究所科技创新基金

2024

光学与光电技术
华中光电技术研究所 武汉光电国家实验室 湖北省光学学会

光学与光电技术

CSTPCD
影响因子:0.351
ISSN:1672-3392
年,卷(期):2024.22(3)