多源异质遥感影像的分形特征分析

分形理论已经在影像压缩、分割、去噪等方面表现出了较大的优势,其特点是能够准确地描述影像的空间结构信息和变化规律。分别采用分线法和三角棱柱法对同一实验地区的多种分辨率不同波段的遥感卫星影像进行分析,分别计算了图像中不同地形区域(如城区、湖泊、田地等)的分形维数,并根据两种算法的特性对图像进行了特征分析。多源遥感影像的实验结果证明,分形维数确实可以作为影像特征分析的一个重要工具,并可以指导分析遥感影像的应用情况。此外,在计算分形维数的过程中,采用三折线拟合法自适应地确定影像的无标度区间,提高了分形维数计算结果的可靠性。     

淹没式移动射流对黏性底床开沟试验研究

以试验方法研究双喷式射流结构对软质黏性底床上可沉降管道移动射流开挖规律。通过黄土、高岭土、水泥配置低剪切强度试验黏土,揭示喷嘴射流速度、喷嘴平移速度对冲坑特征尺寸影响规律。以边界层剪应力分析冲坑形态变化,并引入低射流靶距下反映侵蚀能力强度的回归侵蚀特征值Z进行无量纲化分析。结果表明：双喷式垂直射流形成的冲坑断面轮廓具有中心对称性,移动射流形成的冲坑纵向剖面线具有几何相似性。冲坑特征尺寸随射流速度呈近似线性变化,随喷嘴平移速度增加呈减小趋势。剪切强度增加使得黏土抗侵蚀能力增强,冲坑稳定断面曲线由V形向U形逐渐过渡变化。     

低渗致密砂岩气藏岩石的孔隙结构与物性特征

根据表面与胶体化学原理，分析了低渗致密砂岩气藏的孔隙结构特征、物性特征以及它们之间的关系。孔隙结构特征表现为喉道小，分形维数高，孔喉径比大，弯曲度大且大多呈扁平形状，物性特征表现为渗透率低且对应力敏感，毛管压力高，毛管压力曲线陡峭，临界水饱和度高，气水界面模糊，并在深盆气藏中可能出现气水倒置、反常低的原生水饱和度、滑脱效应及明显的菲达西流动效应，着重用孔隙结构特征来解释它们的物性特征，对前人关于水膜及边界层性质异常等观点提出了质疑。     

含裂隙水脆性材料单轴压缩CT分析

采用CT机配套的自制专用注水加载装置,对含裂隙水压的单裂纹试件进行了单轴压缩破坏的CT（Computerized Tomography）实时试验,对试件被压密→新损伤区产生→裂纹扩展的全过程进行了模拟,得到了各阶段清晰的CT图象及CT数。通过分析,提出了类节理岩体脆性材料的损伤演化率和损伤门槛值概念,并对水压的影响进行了探讨,从细观和三维上初步掌握了类节理岩体脆性材料的损伤演化特性。     

地理学视角下地理信息的分类与描述

地理学是一门研究各种地理要素的时空分布、演化过程,以及相互作用机制的综合性学科。随着现实世界从二元空间向三元世界的演进,对地理信息内涵的理解、表达和挖掘亟待进一步加深与扩展。现有以"位置+几何+属性"的地理信息表达模式难以支撑各种地理要素及其规律的表达。本文从地理学视角出发,立足三元世界理念,梳理了信息要素及其转变成地理信息的过程,形成了以时间、地点、人物、事物、事件、现象和场景"七要素"的信息表达体系,并从地理语义、空间位置、几何形态、属性特性、要素关系、演化过程、作用机制7个地理维度上对其进行解读。实现了地理学视角下对地理信息内涵的全方位分类和描述,为面向地理学综合集成研究的地理信息多维描述与计算分析提供理论支撑。     

北喜马拉雅穹隆带然巴韧性剪切带石英动态重结晶颗粒的分维几何分析与主要流变参数的估算

位于北喜马拉雅穹隆带东段的然巴构造穹隆外围发育环形韧性剪切带,带内岩石经韧性剪切形成各类糜棱状岩石。石英为带内变形岩中最为常见的造岩矿物,在不同的温度、应变速率下产生不同的显微构造,其中动态重结晶最为常见。重结晶新晶颗粒边界普遍具有锯齿状或港湾状结构,是应变和变形环境的天然记录。新晶粒分维几何统计分析表明:带内动态重结晶石英颗粒边界形态具有自相似性(1≤D≤2),表现出分形特征,分维数值为1.14～1.19,变形温度大约500℃。同构造变质环境属中——高绿片岩相;初步估算古应变速率可能低于10^-9.5S^-1;根据重结晶粒径估算变形古应力6.2～58.8MPa。     

An experimental study into the geometry of supply-limited dunes

The relationship between dune geometry and the volume of mobile sediment was studied in flume experiments. In these flume experiments, the volume of mobile sediment on top of an immobile coarse sediment layer was increased stepwise and the bedform characteristics were observed. A strong relationship was found between the volume that is mobile – and therefore available for bedform formation – and the dune dimensions and regularity. If the sediment supply is limited, dunes are smaller and more regular. Series of experiments with a decreasing supply limitation were conducted for different flow velocities and water depths. The relationship between the dune dimensions and the available volume is different for each series. The observed relationships between dune dimensions and layer thickness collapse to one relationship for height and one for length if scaling parameters are introduced. Current models for bedform dimensions under alluvial conditions can be extended to partial transport conditions using this relationship.     

基于激光跟踪仪三维控制网严密平差与软件实现

利用激光跟踪仪三维测量数据,结合光束法三维严密平差模型,采用同伦微分算法进行MATLAB接口技术编程。并运用BEPCII储存环激光跟踪仪测量数据进行程序试算,得出较好的平差值以及相关有意义的结论。     

土质边坡空间临界滑动面搜索的优化算法

将二维均质土坡作为平面应变问题,假定滑动面是一个圆弧,将滑弧圆心与半径转变为后缘剪入点、坡脚剪出点和过后缘点滑弧切线与x轴的交点等3个点的横坐标,然后以这3个参数为变量,给定合理的取值区间,应用黄金分割法搜索二维边坡的最小稳定系数及相应的临界滑动面。进一步假定均质土坡的三维空间滑动面为一旋转椭球体,旋转椭球体的竖向中轴面和二维的圆弧面一致,给定椭球体不同的水平轴半径值,采用以上二维滑动面搜索方法可求出不同水平半径所对应的三维最小稳定系数及相应的椭球面。结果表明：边坡的三维稳定系数没有极小值,但有极限值;对于横向延伸长的无限边坡,三维稳定系数逼近二维稳定系数,当旋转椭球长轴与短轴之比大于3时,二者很接近,边坡稳定性可简化为二维来分析;对于受地形、地下水等条件约束的短边坡,三维效应明显,在考虑实际边界条件的情况下按三维来分析。     

Green functions with pulsating sources in a two-layer fluid of finite depth

The derivation of Green function in a two-layer fluid model has been treated in different ways.In a two-layer fluid with the upper layer having a free surface,there exist two modes of waves propagating due to the free surface and the interface.This paper is concerned with the derivation of Green functions in the three dimensional case of a stationary source oscillating.The source point is located either in the upper or lower part of a two-layer fluid of finite depth.The derivation is carried out by the method of singularities.This method has an advantage in that it involves representing the potential as a sum of singularities or multipoles placed within any structures being present.Furthermore,experience shows that the systems of equations resulted from using a singularity method possess excellent convergence characteristics and only a few equations are needed to obtain accurate numerical results.Validation is done by showing that the derived two-layer Green function can be reduced to that of a single layer of finite depth or that the upper Green function coincides with that of the lower,for each case.The effect of the density on the internal waves is demonstrated.Also,it is shown how the surface and internal wave amplitudes are compared for both the wave modes.The fluid in this case is considered to be inviscid and incompressible and the flow is irrotational.