一种袖笼曲线CAD的优化设计方法

服装袖笼曲线形状决定着衣袖的造型，是服装美观性和舒适性的一个重要因素。目前服装CAD中袖笼曲线的形成是通过设计师选定一些型值点后，用过型值点的自由曲线完成的，人为经验因素较多。在分析袖笼曲线的特点后，建立了袖笼曲线的数学模型，构造了一种样条曲线描述袖笼曲线，无需经验确定袖笼前后拐点位置，达到袖笼曲线的自动生成，实现了袖笼曲线的完整设计，只需输入一些必要的参数，便可输出圆顺美观并满足经验的袖笼曲线，在服装CAD及服装设计方面有广泛的应用。     

半导体热电材料Bi1-xSbx薄膜的电化学制备

B I1-XSBX半导体合金是性能优异的热电和磁电功能材料,为制备固态电制冷器件、温差发电器件和磁电器件的重要材料。电化学沉积薄膜技术工艺设备简单成本低,在半导体薄膜制备方面有很好的应用前景。系统研究了高浓度盐酸(2.4 MOL/L)的B I和SB盐酸溶液,成份从纯铋逐步变化到纯锑的B I1-XSBX合金半导体薄膜电化学沉积特性。测试了沉积过程I-V循环曲线和和沉积电荷效率等电化学参数。结果表明在所有成份范围内都可以得到典型的B I1-XSBX固溶体结构的高质量薄膜。薄膜生长为典型的溶液扩散控制过程,具有高的沉积电荷效率。薄膜沉积和溶解之间的电位差随溶液中SB(Ⅲ)离子浓度增加而增大,生长的薄膜越来越稳定。在30%SB浓度附近,电化学过程、薄膜结构和性能发生明显的突变。应用X射线衍射和电子显微镜研究薄膜结构,发现薄膜具有明显的(012)择优取向,薄膜晶粒尺寸也随SB浓度的增加而变化。     

高性能测井曲线自动处理集群的研究与实现

针对目前基于单服务器的测井曲线自动处理系统的缺陷，研究了高性能测井曲线自动处理集群架构与实现。该集群通过高速以太网连接，节点采用对等结构构件系统，通过分布式哈希表进行数据发布、负载均衡及系统自动扩容。该系统采用分布式处理技术提高了计算能力，采用反馈神经网络进行计算参数选优，又提高了数据处理的准确性。现场实践表明，该系统能够提高系统整体容量与处理能力。     

广义椭圆曲线数字签名动态用户认证机制

基于口令的身份认证机制是分布式系统安全体系的重要组成部分。利用一个无需求逆的广义椭圆曲线签名算法构造了一个动态远程用户认证方案:GECSA方案。该方案基于“质询响应”机制,无需时戳,其安全性基于单向Hash函数和椭圆曲线离散对数计算的困难性,包括注册阶段、登录阶段、认证阶段和更改口令阶段,允许用户自主选择并更改口令,实现了双向认证;具备完备性和不可转让性,是一个低开销的、安全的远程用户认证机制。     

非对称平曲线

利用平曲线的基本公式,推导非对称平曲线的计算公式,从而给同步测设带来方便。     

Time-frequency analysis of SH waves in an isotropic plate bordered with one elastic solid layer

Acoustic sensing utilizing shear-horizontal acoustic plate mode (SHAPM) has attracted much interest in recent years[1―3] due to the fact that the absence of the component of the displacement normal to the surface allows each SH mode to propagate in the p…     

限制在光滑参数曲线上的С~1曲面插值

给出了一种限制在光滑参数曲线上的C1曲面插值方法.首先通过曲线参数化,建立从曲线到实参数轴的一个一一映射,将限制在曲线上的曲面插值问题转化为实参数轴上的一元插值问题,然后采用范数极小的方法给出参数轴上的一元C1插值函数,再将此插值函数映射到原曲线上即得到限制在参数曲线上的插值函数.理论推导和图形实例显示表明该方法具有逼近效果好的优点.     

Parameterization for fitting triangular mesh

In recent years, with the development of 3D data acquisition equipments, the study on reverse engineering has become more and more important. However, the existing methods for parameterization can hardly ensure that the parametric domain is rectangular, and the parametric curve grid is regular. In order to overcome these limitations, we present a novel method for parameterization of triangular meshes in this paper. The basic idea is twofold: first, because the isotherms in the steady temperature do not intersect with each other, and are distributed uniformly, no singularity (fold-over) exists in the parameterization; second, a 3D harmonic equation is solved by the finite element method to obtain the steady temperature field on a 2D triangular mesh surface with four boundaries. Therefore, our proposed method avoids the embarrassment that it is impossible to solve the 2D quasi-harmonic equation on the 2D triangular mesh without the parametric values at mesh vertices. Furthermore, the isotherms on the temperature field are taken as a set of iso-parametric curves on the triangular mesh surface. The other set of iso-parametric curves can be obtained by connecting the points with the same chord-length on the isotherms sequentially. The obtained parametric curve grid is regular, and distributed uniformly, and can map the triangular mesh surface to the unit square domain with boundaries of mesh surface to boundaries of parametric domain, which ensures that the triangular mesh surface or point cloud can be fitted with the NURBS surface.     

A New Digital Multilevel Proxy Signature Scheme Based on Elliptic Curve Cryptography

Based on the analysis of elliptic curve digital signature algorithm（ECDSA）,aiming at multilevel proxy signature in which the original signer delegates the digital signature authority to several proxies and its security demands, a new multilevel proxy signature scheme based on elliptic curve discrete logarithm problem （ECDLP） is presented and its security are proved.     

基于椭圆曲线公钥密码体制的手机短信加密方案

介绍了手机短信系统的特点以及椭圆曲线公钥密码体制,提出了一种基于椭圆曲线上离散对数问题的手机短信加密方案,实验表明:其安全性高,不易攻破,形式简单,运行速度快.