Truncated Total Least Squares Regularization Method for Ocean Acoustic Tomography Inverse Problem

Guanghong Liao, Chenghao Yang, Xiao-hua Zhu, Xiaohua Xu
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引用次数: 2

Abstract

On the basis of the stream function field computed using a diagnostic model in the South China Sea in the summer 1998, the acoustic ray travel time tomography algorithm for reconstruction of two-dimensional flow field was tested by the numerical simulation in the region east to Vietnam. Error or noise contaminates the coefficients of both transfer matrix and measure data of the inverse equation of ocean acoustic tomography (OAT). Previous work on ill-posed problem in OAT commonly used Tikhonov regularization technology considering error only in observation data. Here, the truncated total least squares method (TTLS), which simultaneously considers error and noise on both sides, is applied for inverse solutions and its performances is compared with conventional Tikhonov method. The investigation suggests that the truncated total least squares method can substantially improve reconstruction of stream function field and is a promising alternative method for the solution of ocean acoustic tomography inverse problem.
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海声层析反演问题的截尾总最小二乘正则化方法
以1998年夏季南海诊断模型计算的流函数场为基础,在越南以东地区进行了数值模拟,验证了声波射线走时层析成像二维流场重建算法。海洋声层析成像(OAT)逆方程的传递矩阵系数和测量数据的系数都会受到误差或噪声的污染。以往研究OAT中的不适定问题时,通常采用仅考虑观测数据误差的吉洪诺夫正则化技术。本文采用同时考虑误差和两侧噪声的截断总最小二乘法(TTLS)求解反解,并与传统的Tikhonov方法进行性能比较。研究表明,截尾总最小二乘法能显著改善流函数场的重建,是解决海洋声层析反演问题的一种有前景的替代方法。
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