2-d Semi-adapted Local Cosine/sine Transform Applied to Seismic Data Compression and Its Eeects on Migration
نویسنده
چکیده
Local cosine/sine basis is a localized version of co-sine/sine basis with a smooth window function. It has orthogonality and good time and frequency localization properties. Adaptive local cosine/sine basis is a best-basis based on a cost-functional obtained from an overabundant library of cosine/sine packets. In this paper, we apply the 2-D semi-adaptive (time-adaptive or space-adaptive) local cosine transform (2-D semi-ALCT) to the SEG-EAGE salt model synthetic data set for compression. Nearly all the important features of the data set can be kept very well even in the case of the high Compression Ratio (CR=40:1). Using the reconstructed data from the highly compressed ALCT coeecients (CR=40:1) for migration, we can still obtain a high quality image including subsalt structures. We also nd that the window partition, generated by the 2-D semi-ALCT, is adapted to the characteristics of seismic data sets.
منابع مشابه
Seismic data compression by an adaptive local cosine/sine transform and its effects on migration
The local cosine/sine basis is a localized version of the cosine/sine basis with a window function which can have arbitrary smoothness. It has orthogonality and good time and frequency localization properties. The adaptive local cosine/sine basis is a best-basis obtained from an overabundant library of cosine/sine packets based on a costfunctional. We propose a 2D semi-adaptive (time-adaptive o...
متن کاملDreamlet transform applied to seismic data compression and its effects on migration
Local cosine/sine basis is a localized version of cosine/sine basis with a smooth window function. It has orthogonality and good time and frequency localization properties together with a fast algorithm. In this paper, we present a new method combining the main idea of local cosine/sine bases, multi-scale decomposition and the dispersion relation to form a multi-scale, multi-dimensional selfsim...
متن کاملNew Flexible Segmentation Technique in Seismic Data Compression Using Local Cosine Transform
Best-basis searching algorithm based on binary (in general, M-ary) segmentation was constructed by Coifman and Wickerhauser in 1992 [1] (IEEE Trans. on Information Theory, 38, 713-718). However, there are several problems with the binary scheme. First, the binary segmentation is inflexible in grouping signals along the axis. Secondly, the binary-based segmentation method is very sensitive to ti...
متن کاملComparison of Propagator Decomposition in Seismic Imaging by Wavelets, Wavelet-packets, and Local Harmonics
Kirchhoo migration operator is a highly oscillatory integral operator. In our primary work 1] (Wu and Yang, 1997), it has been shown that the matrix representation of Kirchhoo migration operator for homogeneous background in space-frequency domain is a dense matrix, while the compressed operator in beamlet-frequency domain, which is the wavelet decomposition of the Kirchhoo migration operator, ...
متن کاملImage Compression Using Column, Row and Full Wavelet Transforms Of Walsh, Cosine, Haar, Kekre, Slant and Sine and Their Comparison with Corresponding Orthogonal Transforms
In this paper, image compression using orthogonal wavelet transforms of Walsh, Cosine, Haar, Kekre, Slant and Sine is studied. Wavelet transform of size N 2 xN 2 is generated using its corresponding orthogonal transform of size NxN. These wavelet transforms are applied on R, G, and B planes of 256x256x3 size colour images separately. In each transformed plane rows/columns are sorted in their de...
متن کامل