LSQR法在位场反演中的分析与评价
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梁生贤, 王桥, 焦彦杰, 廖国忠, 郭境
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Analysis and evaluation of the potential field inversion using LSQR method
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Sheng-Xian LIANG, Qiao Wang, Yan-Jie JIAO, Guo-Zhong LIAO, Jing GUO
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表2 合成模型Tikhonov和LSQR正则化求解结果
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Table 2 The ruslts of synthetic models for Tikhonov and LSQR regularization
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模型 | 噪声 水平 | Tikhonov | LSQR | λ | rλ | Aeλ | Rms | k | rk | Aek | Rms | | 3% | 20.3 | 0.0609 | 3.7347 | 1.43% | 9 | 0.0948 | 3.7271 | 2.79% | 单一模型 | 5% | 67.3 | 0.1260 | 3.7097 | 3.02% | 7 | 0.1882 | 3.6964 | 4.94% | | 10% | 223.6 | 0.3482 | 3.7338 | 7.10% | 6 | 0.3992 | 3.7210 | 9.32% | | 3% | 96.5 | 1.0956 | 25.5164 | 2.49% | 12 | 1.2433 | 25.5316 | 3.27% | 组合模型 | 5% | 223.6 | 2.0720 | 25.5418 | 4.62% | 12 | 2.1079 | 25.5031 | 7.20% | | 10% | 518.2 | 4.2830 | 25.6148 | 14.59% | 8 | 4.3580 | 25.6336 | 10.46% |
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