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双调和样条内插方法在测井和地震资料整合中的应用
An application of biharmonic spline interpolation to integration of logging and seismic data
【摘要】 利用格林函数,研究了双调和样条内插方法的原理及特点,推导了一维空间到多维空间双调和样条内插公式。这种算法的一种特点是滤波的曲率最小。在运用双调和样条内插方法的基础上,利用网格节点值会聚算法,把网格节点的值向着被它们包围的测井构造数据处的值的趋近、会聚,将分散的各口井的测井构造数据以一定的形式影响、改变附近的地震构造数据。从而,实现了测井数据和地震数据的整合。通过胜利油田永3断块典型的复杂构造油气藏测井和地震数据的应用实例,并对其地质效果进行了讨论,证明了双调和样条内插方法的有效性。实际应用地实例显示,采用双调和样条插值算法,基于高精度三维地震数据作出的构造图的分辨率较高的特性,较好克服了单纯利用测井资料作出的构造图的分辨率较低而产生的误解。双调和样条插值算法,较好地解决了这两种资料在预测地层构造面中的有效整合,消除了单一资料的不确定性,使预测结果更准确、更合理。
【Abstract】 By employing Green,s function,the principle and pattern of biharmonic spline interpolation are studied,and the formulas of one to multiple dimensional biharmonic spline interpolation are deduced.One feature of this algorithm is its minimal filter curvature.On a basis of applying the biharmonic spline interpolation,a convergence algorithm of grid node value is used to approximate the grid-node values to their surrounded values at logging structure data,and to make the separate logging structure data in every well impact and change adjacent seismic structure data in a certain way,therefore resulting in an integration of logging and seismic data.The effect of this biharmonic spline interpolation has been verified by its application in the typical complex reservoir in Yong-3 faulted block,Shengli oilfield.The application results indicated that the structural maps produced by this method on a basis of 3D seismic data with high precision can well avoid mistakes in the structural maps with lower resolution produced by only using logging data,due to higher resolution of the former maps.This method of biharmonic spline interpolation can effectively integrate seismic data with logging data in predicting stratigraphic-structural surfaces,and eliminate the uncertainties resulter from using a single type of data,thus making the prediction more accurate and reliable.
【Key words】 biharmonic spline interpolation; Green’s function; logging data; seismic data; structural surface;
- 【文献出处】 石油与天然气地质 ,Oil & Gas Geology , 编辑部邮箱 ,2010年02期
- 【分类号】P631.44
- 【被引频次】15
- 【下载频次】183