铁在硫酸中腐蚀电位下的EIS及添加DDA和Cl~-的影响

利用交流阻抗技术和弱极化曲线拟合技术研究了工业纯铁在硫酸溶液及添加Cl-和十二烷基胺(DDA)溶液中的电化学阻抗谱及极化曲线。结果表明DDA在硫酸中缓蚀效应为覆盖效应。Cl-的加入提高了DDA对铁的缓蚀效率,但未改变DDA对铁的缓蚀机理。阻抗谱可用混合电位下的法拉第阻抗理论解释。     

Approximating of conic sections by DP curves with endpoint interpolation

Conic sections have many applications in industrial design, however, they cannot be exactly represented in polynomial form. Hence approximating conic sections with polynomials is a challenging problem. In this paper, we use the monomial form of Delgado and Peña (DP) curves and present a matrix representation for them. Using the matrix form and the least squares method, we propose a simple and efficient algorithm for approximating conic sections by DP curves of arbitrary degree with endpoint interpolation. Finally, we test and compare the proposed algorithm on some numerical examples which validates and confirms efficiency of it.     

Semi‐Regular Triangle Remeshing: A Comprehensive Study

Semi‐regular triangle remeshing algorithms convert irregular surface meshes into semi‐regular ones. Especially in the field of computer graphics, semi‐regularity is an interesting property because it makes meshes highly suitable for multi‐resolution analysis. In this paper, we survey the numerous remeshing algorithms that have been developed over the past two decades. We propose different classifications to give new and comprehensible insights into both existing methods and issues. We describe how considerable obstacles have already been overcome, and discuss promising perspectives.     

Computing Minimum Area Homologies

Calculating and categorizing the similarity of curves is a fundamental problem which has generated much recent interest. However, to date there are no implementations of these algorithms for curves on surfaces with provable guarantees on the quality of the measure. In this paper, we present a similarity measure for any two cycles that are homologous, where we calculate the minimum area of any homology (or connected bounding chain) between the two cycles. The minimum area homology exists for broader classes of cycles than previous measures which are based on homotopy. It is also much easier to compute than previously defined measures, yielding an efficient implementation that is based on linear algebra tools. We demonstrate our algorithm on a range of inputs, showing examples which highlight the feasibility of this similarity measure.     

Detection of delamination in laminated composites with limited measurements combining PCA and dynamic QPSO

This paper presents an output only damage diagnostic algorithm based on frequency response functions and the principal components for health monitoring of laminated composite structures. The principal components evaluated from frequency response data, are employed as dynamical invariants to handle the effects of operational/environmental variability on the dynamic response of the structure. Finite element models of a laminated composite beam and plate are used to generate vibration data for healthy and damaged structures. Three numerical examples include a laminated composite beam, cantilever plate made of carbon–epoxy and a laminated composite simply supported plate. Varied levels of delamination of laminated composite plies and matrix cracking at varied locations in the plies are simulated at different spatial locations of the structure. Numerical investigations have been carried out to identify the spatial location of damage using the proposed principal component analysis (PCA) based algorithm. In order to limit the number of sensors on the structure, an optimal sensor placement algorithm based on PCA is employed in the present work and the effectiveness of the proposed algorithm with a limited number of sensors is also investigated. Finally, the inverse problem associated with the detection of delamination and matrix cracking is formulated as an optimization problem and is solved using the newly developed dynamic quantum particle swarm optimization (DQPSO) algorithm. Studies carried out and presented in this paper clearly indicate that the proposed SHM scheme can robustly identify the instant of damage, spatial location, the extent of delamination and matrix cracking even with limited sensor measurements and also with noisy data.     

引入迁移学习的癫痫EEG信号自适应识别

在脑电图( EEG)信号识别中,EEG信号的采样环境、病人状态的多样性导致分类器训练所用的源域与分类器测试所用的目标域不匹配,分类器在目标域上表现不佳。为此,引入邻域适应策略,提出一种基于子空间相似度的改进主成分分析特征提取方法( SSM-PCA),在选择主成分时,考虑源域和目标域数据的几何和统计特性,并结合迁移学习分类器大间隔投射迁移支持向量机( LMPROJ),给出以SSM-PCA为基础的LMPROJ分类识别方法。实验结果表明,与结合PCA特征抽取技术和K近邻分类器实现的识别方法相比,该方法在识别正确率方面得到较大提升。     

基于改进支持向量机的高维隐写盲检测方法

针对高维大样本空间中支持向量机( SVM)存在计算复杂度高、分类精度低等问题,在随机子空间方法与主成分分析方法的基础上,提出一种特征加权支持向量机的高维隐写盲检测方法。通过随机子空间对原始高维样本的特征空间进行随机采样,产生多个低维的特征子集,在特征子集中采用主成分分析法进行特征提取,并利用卡方统计计算特征权重,运用特征加权核函数训练各基SVM分类器,并用多数投票法融合各基分类器结果得到最终分类结果。对HUGO隐写算法的实验结果表明,该方法能有效降低SVM计算复杂度,与传统方法相比,具有较高的隐写检测率和更快的分类速度。     

基于椭圆曲线密码体系的多基联合稀疏表示算法

椭圆曲线已经广泛应用于密码学领域中的公钥密码系统,数字签名验证等。在椭圆曲线密码系统中,标量乘法占据着十分重要的地位。目前已经有一些算法来加快这些十分关键的计算,它们均基于整数的不同表示,以尽量减少一般乘法或点加法的数目。在椭圆曲线现有的各种计算方法中,联合稀疏表式(JSF),w-NAF,双基方法是目前常用并且有效的算法。基于多基整数表示系统,提出一种联合多基稀疏表示方法。多基联合稀疏表示需要较少的位数,并且比JSF和w-NAF更加稀疏,(2,3,5)基表示与(2,3)基表示相比,可以使椭圆曲线标量乘法的运算提高约16%的效益。     

改进的模块PCA人脸识别新算法

由于传统的PCA要求训练样本符合高斯分布,而现实中得到的图片往往由于光照、表情、姿态的不同,不符合高斯分布。为了使PCA不再局限于高斯分布,并且不影响其识别率,提出一种改进的模块PCA人脸识别新算法。一方面,新算法采取了分块方式,将具有同一姿态的图片划分进同一矩阵,以使训练样本更接近于高斯分布。另一方面,新算法对传统PCA算法中前三个主分量加小于1的权重系数,可以减少光照变化对识别率的影响。利用分块和权重系数的共同作用使得PCA不再局限于高斯分布,同时提高识别率。最后在ORL人脸库上进行实验,结果表明新算法优于传统的PCA算法。     

基于伸缩因子的代数曲线曲面变形方法

提出了一种基于伸缩因子的代数曲线曲面变形方法。首先构造了一种用于代数曲线曲面变形的伸缩因子,然后将所构造的伸缩因子分别作用于待变形的代数曲线与曲面,通过改变伸缩因子各参数的取值实现对代数曲线曲面的变形。实例表明,该方法操作方便,易于控制,可获得丰富的变形效果,是一种简单有效的代数曲线曲面变形方法。