Structure-Constrained Direction-Orthogonalizing Radial Basis Function Fitting of Scattered Data.

IEEE Trans. Geosci. Remote. Sens.(2023)

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摘要
The improvement of parameter estimation accuracy depends on the increase of information. The purpose of structure-constrained scattered data fitting is to build a more accurate field by incorporating structure into a few scattered data. This is important for exploration geophysics because only a few well data can be obtained, while a wide range of subsurface parameters need to be estimated. This article introduces a structure-constrained method named direction-orthogonalizing constraint (DOC), which makes directions parallel to the structure orthogonal to parameter gradients. The structure tensor is utilized to extract directions parallel to the structure from seismic images. Then, a DOC radial basis function (RBF) fitting method is developed. Scattered data are approximated by anisotropic RBFs, and DOC is used to bring in structure. Applications on Marmousi density model, 3-D overthrust model, and 3-D field data demonstrate the efficiency and effectiveness of DOC-RBF fitting.
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关键词
Fitting, Data models, Interpolation, Three-dimensional displays, Tensors, Solid modeling, Sparse matrices, interpolation, radial basis function (RBF), scattered data, structure
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