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物探与化探  1983, Vol. 7 Issue (6): 344-349,329    
  论文 本期目录 | 过刊浏览 | 高级检索 |
二维不规则数据网格化方法研究概述
王建谋, 陈维雄
地质矿产部计算中心
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摘要 

本文叙述国内外二维不规则数据点网格化方法的发展概况、并简述方法各自相对的优缺点。插值法分为精确法和近似法。精确法中,分片曲面常常比连续曲面更可取,它在数学上简单、明确,一般采用多项式。这里介绍确定非正交、正交和加权多项式的方法。近似法中一般采用加权平均和有限差分法。加权平均法简单、计算速度快,对于低梯度变化和均匀分布的数据点常常能得到较好的结果。差分法采用迭代求解,适合于计算机的应用。本文还介绍了用双立方函数直接绘制不规则数据等值线图,以获得规则网格的方法。最后推荐几个值得推广使用的网格化方法。

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关键词 地震测井电火花震源等效球形腔    
Key wordsseismic logging    electrospark seismic source    equivalent spherical cavity
     出版日期: 1983-12-24
引用本文:   
王建谋, 陈维雄. 二维不规则数据网格化方法研究概述[J]. 物探与化探, 1983, 7(6): 344-349,329.
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https://www.wutanyuhuatan.com/CN/Y1983/V7/I6/344

[1] Cram L. K and Bhattacharyya. H. K., 1987, The treatment of two-dimensional non-equispaced ,data with a digital computer, Geoexploration. No. 5, 173~194.
[2] Bhattacharyya, B. K., 1989, Bicubic splines interpolation as a method for trcaunent of potential field data, Geophysics, Vol. 34,p. 402~423.
[3] Grant, F. S., 1956, A problem in the analysis of fieophysical data, J. Geophys. Ros., Vol. 22, p. 309~344.
[4] Spitz, O. T., 1986, Generation of orthogonal polynomials for frond surfacing with a digital computer, pros. aymp. short courx computer operations Res. Mineral. Ind., Pennsylvania state Univ., No. 3. 2~7.
[5] Prlto, C. R., Etkins, T. A and Boyd, H. A.. 1988, Automatic contouring of irregularly spaced data,Geophysics, Vol. 33. 924-430.
[6] Smith, F. G., 1968,Three programs for contouring map data, Con. J. Earth. Sci., No. 5. 325~327.
[7] Newman, R., 1988, Obtaining contour maps frorn geological data, can. J. Earth Sci, No. 5, 165~166.
[8] Victor, E. Kane, Connle L. Begovich and Todd. R. Butz and Donald, E. Myers. 1982, Interpretation of regional geochemistry using optimal interpolation parameters, Computer & Geoxiencea,Vol. 8, No. 2, 117~135.
[9] 奚家鉴,刘文锦,张兴雅:1982,数据网转换的一种快速电算方法,物化探电子计算技术,1982, 1, p45~51.
[10] 杨竹溪1981,克里格法与区域化探制图,物探与化探,1981, Vol. No. 6, p333~340.
[11] Noma. A. A. and Misulia, M. G.. 1959, Programming topographic maps for automatic terrain model construction, Surveying Mapping, 19, 355~366.
[12] Briggs. L. C., 1974, Machine contouring usting minimum curvature,Geophysica, Vol. 39. No. 1, p39~48.
[13] Swain. C. J., 1976, A Fortran IV Program for interpolating irrgularly spaced data using the difference equations for minimum curvature, computer & Geosciences Vol. 1, No. 9, P231~240.
[14] Cole. A. J., Jordon. C. and Merriam D. F., 1967, Fortran IV program for Progressive Linear fit of surfaces to a quadrate base using an IBM 1620 computer, Geoexploration, No. 5, 173~194.
[15] Hessing R. C., henry. K. L. Pierce. A, and Powers. E. N., Automatic contouring using Bicubic func-lions, Geophysics, Vol. 37, No. 4,P669~674.
[16] Crain. I. K., 1970. Computer interpolation and computer and contouring of two-dimensinal data, A review Geoexploration, No. 8, P71~86.
[17] Kawrence W. Braile, 1978, Comparison of four random to grid methods, computers & Geosciences,Vol. 4 P. 341~349.

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