An exact solution on the stress analysis of fillet welds

An exact solution on the stress distribution of fillet welds is obtained in this paper. This solution can be used not only for estimating the accuracy of the present design method of fillet welds but also for establishing a new design method.     

担载型钴镍金属氧化物催化剂上CH4还原NO反应研究

ＮＯｘ是大气的主要污染物之一,近年来,利用甲烷选择还原ＮＯｘ引起了广泛关注,研究发现,Ｃｏ、Ｍｎ和Ｎｉ离子交换的ＺＳＭ－５分子筛具有较高的活性［１～３］．但金属离子交换的分子筛催化剂有热稳定性差、易失活等缺点．最近已有金属氧化物用作甲烷还原ＮＯｘ反应...     

Normal perforation of a thin infinite plate by a flat-headed cylindrical projectile

Analytical formulae for calculating the stress acting on the contact surface between projectile and target and for calculating the moving velocity of this contact surface under impact are both suggested in this paper. These formulae can be thought of as a generalization of the well-known Hopkins and Kolsky’s theory in plastic domain. And then, an analytical formula for calculating ballistic limit is also suggested. It is also proved in this paper that the shear stress acting on the cylindrical surface of the plug is distributed uniformly.     

平面应变条件下裂纹尖端附近的弹塑性近似分析

本文给出了平面应变条件下裂纹尖端附近的弹塑性的应力、应变和位移的解析近似解,其特例即Irwin的弹性主项解,从而使弹塑性断裂力学分析所需的一切场量都可以从文中得到.     

关于分区模拟无粘流内边界守恒算法的相容性

本文讨论用分区方法计算可压缩无粘流动的内边界通量守恒算法。分析指出插值型通量守恒算法不保证相容性条件,计算表明这种不相容性能引起数值解出现明显误差,或破坏其稳定性、收敛性。为此,文中提出内边界采用自适应算法并给出了算例。     

The exact solution of stress distribution in fillet welds

I.Intr0ducti0nInanearlierpaper['],theexactsolutionofstressdistributioninweldsundertheactionofconcentratedforcePwasobtained.Thedesignmethoduptonowaretheutilizationofaveragestressactingontherelatingthroatsectionofweldsandthestressdistribution0btainedbythisa…     

铂微粒修饰的氧化钛电极对甲醇的电催化氧化性能

直接甲醇质子交换膜燃料电池(DMPEMFC)可用作未来电动车辆的动力电源,但要达到实际应用还有大量问题有待进一步解决.目前限制DMPEMFC实际应用的主要问题是甲醇阳极氧化催化剂低的活性、高的价格及催化剂的毒化.     

密度核估计的随机加权法

利用随机加权法的思想,找出概率密度函数估计的随机加权统计量,在适当的条件下证明随机加权分布逼近核估计误差分布的精度为     

截尾样本下回归函数改良核估计的强相合性

设(Xi,Yi),i=1,,n是从取值于\Rd×R1的随机向量(X,Y)中抽取的i.i.d.样本,E(|Y|)<∞,而以m(x)=E(Y|X=x)表示回归函数。在截尾情况下,观察到的不是诸Yi本身,而是Zi=min(Yi,Ti)及δi=I(YiTi),其中Ti是与(Xi,Yi)独立的随机变量,i=1,2,…,n.当T的分布未知时,在一定条件下,得到了回归函数改良估计的强合性.     

含嘧啶环的苯基磺酰脲、吡唑磺酰脲的合成及生物活性

磺酰脲衍生物;除草活性;含嘧啶环的苯基磺酰脲、吡唑磺酰脲的合成及生物活性