一类可化为一阶线性微分方程的微分方程求解

通过变量变换,将一类非线性微分方程化为一阶线性微分方程,从而求出其通解.     

ICP-MS法测定黔产枳椇果梗、枳椇子中22种金属元素

建立微波消解-电感耦合等离子体质谱(ICP-MS)法同时分析枳椇果梗、枳椇子中Be、Mg、Al、Ti、V、Cr、Mn、Fe、Co、Ni、Cu、Zn、As、Sr、Mo、Ag、Cd、Sn、Sb、Ba、Tl、Pb等22种元素的含量。样品经微波消解后,利用ICP-MS测定上述22种元素,通过标准曲线计算其含量。实验结果表明,22种元素在其线性范围内线性关系良好,r值0.995;检出限为0.0007～1.0713μg/L;重复性的相对标准偏差(RSD)3%;精密度的相对标准偏差(RSD)7%;回收率为81.14%～112.91%。该方法灵敏度高,重复性好,分析速度快,适用于枳椇果梗、枳椇子中22种元素的含量测定。     

关于Semigroups of Linear Operators and Applications to Partial Differential Equations的两个注解

指出文献[1]关于Co半群可微性的定理2.4.11的证明过程中一处错误，及关于柯西问题解的指数衰变的定理4.4.1的证明过程中的不妥之处，并给出新的证明。     

Characterization of ZnO:AI films deposited by r.f.magnetron-sputtering at low temperature

Transparent conducting ZnO:AI thin films with good adhesion and Iow resistivity have been prepared on organic substrates and Coming 7059 glass substrates by r.f. magnetron-sputtering technique at Iow substrate temperature (25-210℃). Structural and photoelectric properties of the deposited films are investigated. The deposited films are polycrystalline with hexagonal structure and a preferred orientation with the c-axis perpendicular to the substrate. Only the (002) peak is observed.High quality films with resistivity as Iow as 1.0 x 10- 3Ω@ cm and 8.4 x 10- 4Ω@ cm, the average transmittance over 74% and 85% in the wavelength range of the visible spectrum have been obtained on different substrates.     

MATLAB软件在信号与系统教学中的应用

本文论述了在信号与系统分析中如何利用MATLAB软件编程使一些运算量较大、抽象的问题变得简单而直观。     

Conservation Laws in sine—Gordon Equation

There are two conservation quantities needed to derive conservation laws of sine-Gordon equation in a frame of laboratory reference.one of them could be derived easily with a standard process,but the other could not .After the gauge transformation e^-iθσ2/2is introduced,we simply obtain the other one without any questionable assumption.     

38CrMnMo钢异常断口的分析

用扫描电镜KYKY－1000、能谱仪观察分析了38CrMnMo钢（调质热处理）拉伸实验后的异常断口，结果表明：钢中冶金夹杂物是导致38CrMnMo钢异常脆性断裂的主要原因。     

循环冷却水杀菌剂的发展

综述了国内外冷却水用杀菌剂的现状以及酶处理技术、复配式杀菌剂的发展。提出了应加强杀菌剂种类、针对性杀菌剂及复配式杀菌剂的研究。     

带到达时间的单机排序中的资源分配问题

讨论两个单机排序的资源分配问题1｜rj,pj=bj-ajuj,Cmax≤｜∑uj和1｜rj,prec,pj=bj-ajuj C max≤｜∑uj并给出求其最优资源分配的多项式算法.