放电电流对电火花线切割精加工表面粗糙度的影响规律研究

电火花线切割精加工的表面粗糙度是衡量加工性能的重要指标之一。在加工过程中，表面粗糙度会受到放电电流的影响，其中包括放电电流能量、电流脉宽及电流极性的影响。通过在低速走丝电火花线切割机上进行多次加工实验，研究分析了放电电流对线切割精加工表面粗糙度的影响规律。     

油水相对渗透率曲线在特高含水油藏中的应用

运用相对渗透率曲线计算了纵向砂体的剩余油饱和度分布,结果表明,当油田综合含水率为98%时,水驱剩余油饱和度为40.13%,可动油饱和度为13.41%,油层存在非均质性,在剩余油饱和度相对高的部位仍有一定潜力;濮南沙二上2 3油藏平均油水相对渗透率曲线具有较好的代表性,可以在特高含水油藏中应用。     

不同注聚时机驱油效果室内物理模拟评价

大庆油田聚合物驱油累积产量已经突破1.0×108吨,取得了巨大的经济效益。为更好地发挥聚合物驱油提高采出程度的作用,确定合理的注聚时机就成为科技人员十分关心的问题。针对矿场的实际需求,在人造一维长方岩心和二维平面岩心模型中分别进行了不同含水率条件下的聚合物驱油室内物理模拟实验研究。实验结果表明,无论是在长方岩心还是平面均质岩心,注入同等用量聚合物溶液,在含水率75%时注入的驱油效果要好于含水率95%时注聚的驱油效果。     

A composite numerical scheme for the numerical simulation of coupled Burgers’ equation

In this work, a composite numerical scheme based on finite difference and Haar wavelets is proposed to solve time dependent coupled Burgers’ equation with appropriate initial and boundary conditions. Time derivative is discretized by forward difference and then quasilinearization technique is used to linearize the coupled Burgers’ equation. Space derivatives discretization with Haar wavelets leads to a system of linear equations and is solved using Matlab7.0. Convergence analysis of proposed scheme exhibits that the error bound is inversely proportional to the resolution level of the Haar wavelet. Finally, the adaptability of proposed scheme is demonstrated by numerical experiments and shows that the present composite scheme offers better accuracy in comparison with other existing numerical methods.     

基于经纬网格的递增KNN位置隐私保护查询算法

为了在使用基于位置的服务时用户的位置信息不被不可信的位置服务提供商所泄漏,k-匿名位置隐私保护已被广泛研究.然而在集中匿名器被黑客控制时原k-匿名算法会泄漏所有用户的位置隐私,在进行k个最近邻目标查询时对网络的负载较重,而SpaceTwist算法又不能保证k-匿名.提出了一种基于经纬网格的递增KNN位置隐私保护查询算法,将经典的k-匿名算法与SpaceTwist算法相杂交,并引入经纬网格代替原来精确的位置上报给集中匿名器,从而解决了上述问题.实验证明基于经纬网格的递增KNN查询算法比较节省从集中匿名器到位置服务提供商的服务器之间的网络流量.     

多尺度空间特征提取的脊柱图像拼接算法

针对脊柱图像视野有限,提出一种基于优化MSFE的脊柱图像自动拼接算法。设计出一种基于尺度因子变化的高斯卷积模板尺寸自适应调整以及双向配对办法;相似性度量采用城市距离;利用RANSAC算法去除错配,从而确定待拼接图像之间的变换参数,最后利用加权平均对图像融合。对实际取得的多幅脊柱图像拼接结果表明该算法具有很好的实时性和鲁棒性。     

Efficient multilevel image segmentation through fuzzy entropy maximization and graph cut optimization

The fuzzy c-partition entropy has been widely adopted as a global optimization technique for finding the optimized thresholds for multilevel image segmentation. However, it involves expensive computation as the number of thresholds increases and often yields noisy segmentation results since spatial coherence is not enforced. In this paper, an iterative calculation scheme is presented for reducing redundant computations in entropy evaluation. The efficiency of threshold selection is further improved through utilizing the artificial bee colony algorithm as the optimization technique. Finally, instead of performing thresholding for each pixel independently, the presented algorithm oversegments the input image into small regions and uses the probabilities of fuzzy events to define the costs of different label assignments for each region. The final segmentation results is computed using graph cut, which produces smooth segmentation results. The experimental results demonstrate the presented iterative calculation scheme can greatly reduce the running time and keep it stable as the number of required thresholds increases. Quantitative evaluations over 20 classic images also show that the presented algorithm outperforms existing multilevel segmentation approaches.     

General triangular midpoint subdivision

In this paper, we introduce triangular subdivision operators which are composed of a refinement operator and several averaging operators, where the refinement operator splits each triangle uniformly into four congruent triangles and in each averaging operation, every vertex will be replaced by a convex combination of itself and its neighboring vertices. These operators form an infinite class of triangular subdivision schemes including Loop's algorithm with a restricted parameter range and the midpoint schemes for triangular meshes. We analyze the smoothness of the resulting subdivision surfaces at their regular and extraordinary points by generalizing an established technique for analyzing midpoint subdivision on quadrilateral meshes. General triangular midpoint subdivision surfaces are smooth at all regular points and they are also smooth at extraordinary points under certain conditions. We show some general triangular subdivision surfaces and compare them with Loop subdivision surfaces.     

卤素离子对铝合金阳极的活化作用

镓锡合金沉积子铝阳极表面，形成活化点，是含镓、锡铝合金阳极活化的根本原因。溶液中的卤素离子在氧化膜上的吸附及在其中的扩散也促进了铝电极的阳极溶解。合金元素及溶液中的阴离子通过改变铝电极表面的零电荷，影响着合金元素在铝电极表面的沉积的难易程度，从而影响着铝合金阳极的活化性能。