算法
粒子群优化
未爆弹药
梯度计
计算
反演(地质)
磁强计
计算机科学
蒙特卡罗方法
标量(数学)
力矩(物理)
最小二乘函数近似
反问题
最优估计
优化算法
估计理论
磁矩
观测误差
均方误差
噪音(视频)
磁通门罗盘
遗传算法
算法设计
数学
克里金
数学优化
作者
Zhiyue Chen,Ying Shen,Xiaobao Yang,Junqi Gao,Pengfei Zhang,Xiaomeng Li,Zhuangzhuang Gao,Xiaoyong Wang
标识
DOI:10.1109/tgrs.2025.3602013
摘要
A vertical gradiometer is constructed using two scalar magnetometers, with the vertical scalar gradient derived through the application of the Anderson function. The Particle Swarm Optimization (PSO) algorithm is then employed to estimate the target’s position, magnetic moment, and depth by integrating the detection trajectory, magnetic field, and vertical gradient. By thoroughly investigating the impact of computation time tc and particle number N on algorithm precision, we propose an optimal configuration framework based on Monte Carlo simulation for achieving optimal precision at tc=40s and N=100. This algorithm is validated via experiments conducted with a handheld detection system over a 96 m² area, where three types of targets are randomly placed. A comparative analysis of parameter inversion accuracy among the Genetic algorithm (GA), Least Squares Method (LSM), and PSO algorithms reveals that the PSO algorithm achieves the highest accuracy, with maximum spatial error e(x, y, z) max = (0.10 m, 0.13 m, 0.10 m). Specifically, the vetical error is ezmax ≤ 0.10 m and the average magnetic moment estimation error is eave = 5.23%.
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