一种基于模糊正域类的模糊属性约简方法

为了实现模糊信息系统属性约简问题,探讨一种基于正域类的模糊属性约简方法。利用模糊二元相似关系建立模糊相似类的方法,进而定义决策属性关于条件属性的模糊正域类,得到正域类属性的重要度。结果表明:一方面,实现模糊信息系统属性约简;另一方面,通过取不同的相似精度,得到不同属性约简集。     

基于不完备投影数据重建的四种迭代算法比较研究

在发射成像和穿透成像过程中,由于各种原因会造成投影数据不完备,若仍采用传统解析方法重建出的图像会产生伪影,而迭代算法则可以很好地改善图像质量。本文应用不同的迭代算法分别就真实标准线对测试卡的稀疏投影数据和有限角度投影数据进行重建,定量分析比较它们各自的优缺点,为几种迭代算法的工程或临床应用提供重要参考。     

无人机核线影像的稀疏匹配与稠密匹配

无人机影像转化为水平核线影像后,能够有效地减少同名点的搜索空间。在此基础上,本文使用SIFT算子进行了稀疏匹配,并用BP算法进行了稠密匹配。结果表明：①SIFT算子获取的同名点比较少,但是计算方法简单,同名点空间坐标精确,适用于大范围获取简要的空间三维信息;②BP算法计算复杂度高,可以获取地物大量的同名点,适用于小范围的地物三维重建。总体而言,两者各有优缺点,在实际的应用中可互补。     

基于国产SWDC航摄仪的稀少控制航测应用

稀少控制航测可以大大减少外业测绘的工作量,随着GPS辅助航测技术的发展,使稀少控制测绘成为可能。本文以国产SWDC航摄仪为研究基础,阐述了GPS辅助数码空中三角测量的原理、技术流程及具体测区稀少控制的典型航测试验。结果表明,SWDC航摄仪的航测精度满足1∶1万地形测绘需求,验证了国产SWDC实施稀少控制航测的应用可行性。     

Stationary phase approximation in the ambient noise method revisited

The method of extracting Green's function between stations from cross correlation has proven to be effective theoretically and experimentally.It has been widely applied to surface wave tomography of the crust and upmost mantle.However,there are still controversies about why this method works.Snieder employed stationary phase approximation in evaluating contribution to cross correlation function from scatterers in the whole space,and concluded that it is the constructive interference of waves emitted by the scatterers near the receiver line that leads to the emergence of Green's function.His derivation demonstrates that cross correlation function is just the convolution of noise power spectrum and the Green's function.However,his derivation ignores influence from the two stationary points at infinities,therefore it may fail when attenuation is absent.In order to obtain accurate noise-correlation function due to scatters over the whole space,we compute the total contribution with numerical integration in polar coordinates.Our numerical computation of cross correlation function indicates that the incomplete stationary phase approximation introduces remarkable errors to the cross correlation function,in both amplitude and phase,when the frequency is low with reasonable quality factor Q.Our results argue that the distance between stations has to be beyond several wavelengths in order to reduce the influence of this inaccuracy on the applications of ambient noise method,and only the station pairs whose distances are above several (5) wavelengths can be used.     

约束稀疏脉冲波阻抗反演在精细油藏描述中的应用

综合研究区地质、地震、测井、录井等各类信息,从测井约束稀疏脉冲波阻抗的反演技术的基本原理出发,探讨反演过程中测井资料的标准化处理、地震子波的提取、时深关系的转化,以及初始波阻抗模型的建立等主要的技术环节。综合分析了研究区双阳组二段重点圈闭区块砂体的发育和分布情况,并探讨在同一构造圈闭上不同井位失利的原因,为精细的油气储层研究提供了可靠的信息。     

Point- and curve-based geometric conflation

Geometric conflation is the process undertaken to modify the coordinates of features in dataset A in order to match corresponding ones in dataset B. The overwhelming majority of the literature considers the use of points as features to define the transformation. In this article we present a procedure to consider one-dimensional curves also, which are commonly available as Global Navigation Satellite System (GNSS) tracks, routes, coastlines, and so on, in order to define the estimate of the displacements to be applied to each object in A. The procedure involves three steps, including the partial matching of corresponding curves, the computation of some analytical expression, and the addition of a correction term in order to satisfy basic cartographic rules. A numerical example is presented.     

储层预测技术在厄瓜多尔西海岸地区的应用

储层预测技术已成为岩性油气藏勘探中的一项常规技术.厄瓜多尔西海岸地区蕴含着丰富的石油和天然气资源,但整个地区勘探程度相对较低,使用宽带约束地震反演技术进行储层预测是非常必要的.选择瓜亚基尔工区,使用地震纯波数据进行储层预测研究.首先进行测井曲线标准化处理,利用阻抗-伽玛交汇图分析确定储层岩石地球物理特征,然后针对目的层进行稀疏脉冲反演和储层厚度的计算,最后对反演结果和储层平面分布特征进行分析,确定有利勘探目标.预测的砂岩厚度和已钻井实测的砂岩厚度之间的误差很小,吻合较好,从而证明了该技术的有效性.     

Approximation approach to the SRM based on root decomposition in the simulation of spatially varying ground motions

The spectral representation method(SRM) is widely used to simulate spatially varying ground motions.This study focuses on the approximation approach to the SRM based on root decomposition,which can improve the efficiency of the simulation.The accuracy of the approximation approach may be affected by three factors: matrix for decomposition,distribution of frequency interpolation nodes and elements for interpolation.The influence of these factors on the accuracy of this approach is examined and the following conclusions are drawn.The SRM based on the root decomposition of the lagged coherency matrix exhibits greater accuracy than the SRM based on the root decomposition of the cross spectral matrix.The equal energy distribution of frequency interpolation nodes proposed in this study is more effective than the counter pith with an equal spacing.Elements for interpolation do not have much of an effect on the accuracy,so interpolation of the elements of the decomposed matrix is recommended because it is less complicated from a computational efficiency perspective.