Certain condition on the second fundamental form of CR submanifolds of maximal CR dimension of complex Euclidean space

We treat m-dimensional real submanifolds M of complex space forms ̿M when the maximal holomorphic tangent subspace is (m−1)-dimensional. On these manifolds there exists an almost contact structure F which is naturally induced from the ambient space and in this paper we study the condition h(FX,Y)−h(X,FY) = g(FX,Y)η, η∊ T⊥(M), on the structure F and on the second fundamental form h of these submanifolds. Especially when the ambient space ̿M is a complex Euclidean space, we obtain a complete classification of submanifolds M which satisfy these conditions.Mathematics Subject Classifications (2000): 53C15, 53C40, 53B20.     

盲孔法测量复合材料残余应力释放应变矩阵的有限元分析

对盲孔法测量正交各向异性复合材料残余应力释放应变矩阵进行有限元分析.以碳/环氧正交各向异性材料板为基础,对于不同孔深的盲孔进行有限元计算,得出与其相对应的释放应变矩阵,并分析孔深对释放应变矩阵的影响.为实际工程中残余应力的测试奠定了基础.     

山西高校高水平田径运动员竞赛焦虑的研究

通过调查研究，结果表明山西省高校高水平田径运动员竞赛焦虑品质与焦虑状态女子均高于男子；运动项目不同，运动员产生赛前焦虑也不同；并且随着比赛赛次的进展，焦虑程度也随之增高；高水平田径运动员适宜的焦虑区域为32-50之间。     

篮球比赛中接触性对抗的合理运用

从篮球运动的发展趋势和篮球规则等方面分析篮球运动中运用接触性对抗的必要性与合法性；从规则上对合理的接触性对抗与侵人犯规加以区分，并就在篮球的3种主要技术(进攻技术、防守技术和抢截篮板球技术)中如何运用身体接触与冲撞作了解释。对在训练与比赛中培养运动员的接触性对抗能力的方法作了简要介绍。     

运动学涡度及其测量方法

运动学涡度是从流体力学引入到地质学当中的,主要应用于应变非共轴程度的确定。自然界中的剪切变形通常是纯剪切和简单剪切2个端元复合作用的结果,称为一般剪切,利用运动学涡度(WK)可以定量分析两者间的相对大小。文章介绍了涡度的具体测量方法,即张裂脉中纤维法、旋转残斑法、石英C轴组构与主应变比值的方法、石英C轴组构与斜列颗粒形态的方法等。     

激光开槽、埋槽电极硅太阳电池

报道一种新颖的激光开槽、埋槽电极硅太阳电池的结构、工艺流程及其研制结果。在ＡＭ１．５，２５℃，１００ｍＷ／ｃｍ２的条件下，以面积为４５ｃｍ３的３６片硅片研制的硅太阳电池的输出参数的平均值为ＪＳＣ＝３６．１ｍＡ／ｃｍ２，Ｖ∞＝６３３ｍＶ，Ｆ．Ｆ．＝０．７９８，η＝１８．２３％，最后分析了种高性能硅太阳电池的设计特点。     

A generalized Adadorov theory for anisotropic thin-walled beams

This paper presents a generalized Adadorov theory for anisotropic thin—walled beams. The theory takes account of the shear strain of the middle surface, which exerts a significant influence on the anisotropic thin-walled beams. A new approach is established to solve the governing equations, which have the same form for both open and closed section beams. The numerical examples show that the effects of the shear strain cannot be neglected for this class of beams.This work was part of research project supported by the National Natural Science Foundation of China     

鸟类对接触网运行的影响及预防

鸟害是影响接触网正常运行的一种自然灾害,如何预防鸟害成为各运营单位亟待解决的问题。分析了鸟巢和隧道(或明洞)处鸟类对接触网的影响,并提出了针对性的解决方案。     

Mindlin板几何非线性分析的附加内部剪应变法

本文在几何非线性分析的Ｍｉｎｄｌｉｎ板元中引入单元附加内部剪应变，有效地解决了薄板情况下的剪切自锁问题．文中导出了相应的能量相容条件，给出了有限元非线性列式的全过程及有关簿板及中厚板大挠度问题的数值结果．     

Natural Operators Lifting Vector Fields to Bundles of Weil Contact Elements

Let A be a Weil algebra. The bijection between all natural operators lifting vector fields from m-manifolds to the bundle functor K ^A of Weil contact elements and the subalgebra of fixed elements SA of the Weil algebra A is determined and the bijection between all natural affinors on K ^A and SA is deduced. Furthermore, the rigidity of the functor K ^A is proved. Requisite results about the structure of SA are obtained by a purely algebraic approach, namely the existence of nontrivial SA is discussed.