正交各向异性厚板的边界元解法

本文利用 Hormander 算子法和平面波分解法导出了计入剪切变形的正交各向异性厚板的基本解。建立了计入剪切变形的正交各向异性厚板的边界积分方程。文中详细地讨论了基本解的数值计算,并用边界元法分析了一些算例。     

阴-非离子表面活性剂存在下在DMF介质中用镉试剂2B测定银的研究

本文研究了在阴-非离子表面活性剂SDS-TritonX-100存在下,用Cadion 2B分光光度法测定银,发现DMF介质的增溶、增敏、增稳效果均好.配合物的最大吸收波长为560nm,表现摩尔吸光系数为1.23×10~5L·mol~(-1)·cm~(-1),Ag(Ⅰ)在0—18μg/25ml范围内服从比耳定律.该方法操作简便、快速,选择性好,可直接用于废水中微量银的测定,结果满意.     

空间参数曲线的双目标能量极小化方法及其应用

能量极小化方法已广泛用于平面曲线的构造,而在空间曲线构造方面的应用尚少。首先介绍了空间参数曲线的弯曲能和扭曲能,然后提出了一种以弯曲能和扭曲能同时极小为目标的空间参数曲线构造方法,最后以空间三次Bézier曲线为例,探讨了该方法在曲线的构造、延拓、平滑等问题中的应用。所提出的方法更符合空间参数曲线既需考虑弯曲又需考虑扭曲的特点。     

碳化硼颗粒表面化学镀镍

对非金属B4CP表面化学镀镍前的活化工艺进行了研究,提出了NaCl活化工艺,在B4CP表面制备了镀镍层.镀层能谱分析及扫描电镜图片表明:在B4CP表面上得到了均匀、致密的镍包覆层,镀覆层含镍和磷元素.     

窄谱中波紫外线联合泛昔洛韦治疗带状疱疹的临床观察

目的:观察窄谱中波紫外线(NB-UVB)光疗联合泛昔洛韦治疗带状疱疹的疗效及安全性.方法:101例患者随机分为两组,联合组采用NB-UVB联合泛昔洛韦片(FCV)治疗,对照组单独采用FCV治疗.结果:联合组有效率高于对照组(均P＜0.05),其止痛、结痂、脱痂时间比对照组明显缩短(P＜0.01),带状疱疹后遗神经痛发生率比对照组明显减少(P＜0.05).结论:窄谱中波紫外线光疗联合泛昔洛韦治疗带状疱疹疗效高,安全性好,并可减少后遗神经痛的发生率.     

荧光反猝灭法测定药剂中卡托普利

建立荧光反猝灭法测定卡托普利(CAT)的体系.碘(I-3)与罗丹明B(RhB)缔合作用使罗丹明B荧光信号强度减弱直至荧光猝灭,而卡托普利可将I-3还原为I-,使体系荧光信号再现.在2～20μmol·L-1范围内荧光强度再现值ΔF与卡托普利浓度有线性关系:ΔF=-8.438+10.774c(r=0.9986),检出限为3...     

Notes on D-optimal designs

The purpose of this paper is to exhibit new infinite families of D-optimal (0, 1)-matrices. We show that Hadamard designs lead to D-optimal matrices of size (j, mj) and (j − 1, mj), for certain integers j ≡ 3 (mod 4) and all positive integers m. For j a power of a prime and j ≡ 1 (mod 4), supplementary difference sets lead to D-optimal matrices of size (j, 2mj) and (j − 1, 2mj), for all positive integers m. We also show that for a given j and d sufficiently large, about half of the entries in each column of a D-optimal matrix are ones. This leads to a new relationship between D-optimality for (0, 1)-matrices and for (±1)-matrices. Known results about D-optimal (±1)-matrices are then used to obtain new D-optimal (0, 1)-matrices.     

On the boundedness of Cauchy singular operator from the spaceL p toL q,p>q>-1

It is proved that for a Cauchy type singular operator, given by equality (1), to be bounded from the Lebesgue spaceL _p () tol _q (), as = _n=1 ^Ȟ _n , _n ={z:|z|=r _n }, it is necessary and sufficient that either condition (4) or (5) be fulfilled.     

Topological Structure of the Space of Weighted Composition Operators on H ∞

We study properties of the topological space of weighted composition operators on the space of bounded analytic functions on the open unit disk in the uniform operator topology. Moreover, we characterize the compactness of differences of two weighted composition operators.     

On the decay and blow‐up of solution for coupled nonlinear wave equations with nonlinear damping and source terms

In this work, we consider a nonlinear coupled wave equations with initial‐boundary value conditions and nonlinear damping and source terms. Under suitable assumptions on the damping terms and source terms and initial data in the stable set, we obtain that the decay estimates of the energy function is exponential or polynomial by using Nakao's method. By using the energy method, we obtain the blow‐up result of solution with some positive or nonpositive initial energy. Copyright © 2016 John Wiley & Sons, Ltd.