Method of determining grid sizes of finite element method of water quality models for geometrically complex river course

The method of determining grid sizes of finite element method of water quality models is presented on the basis of characteristics of pollutant distributed in the just downstream grid of discharge. A given length of the grid is applied to calculate the minimum distance for the pollutant to complete mixing in the lateral direction n the just downstream grid of the discharge, and the minimum distance is regarded as the maximum width of the grid. Application of the maximum width of the grid and flow rate per unit width of the river results in the number of flow zones in the lateral direction of the river. Consequently division of grids and numerical calculation of water quality with finite clement method can be carried out on the basis of available method and topographic map of the river course. Analysis of scnsitivity shows that the effect of the width of the river and the effect of the length of the grids on the minimum number of flow zones in the lateral direction is relatively small, and that the effect of the given lateral mixing degree of the pollutants on the minimum number of flow zones is acceptable, which indicates that the method presented is relatively stable. The method can avoid thc blindness and randomness in determining the number of flow zones, and can decrease the amount of computation under the condition that the accuracy requirement is mct. The problem that determining the sizes of the grids must rely on empirical knowledge has bcen solved.     

Discovery of mega-thick oil sandstone and asphalt in the Jurassic System in the Tula Basin and its significance

The mega-thick oil-bearing sandstone has been discovered in the Jurassic System in the Tula Basin, among which there are asphalt veins in fractures. The crude oil from oil-bearing sandstone and asphalt in the basin is mature, and similar to that of the Jurassic crude oil in the Qaidam Basin in geochemistry. The discovery not only shows that the Tula Basin can generate hydrocarbon and take on great exploration prospects but also has great implications for the oil and gas exploration in the Qaidam Basin.     

对向靶反应溅射制备AlN薄膜的结构及物性

用对向靶反应溅射制备的ＡｌＮ薄膜,高气压为取向,低气压下为取向,精确测量ＸＲＤ衍射峰位可看出ＡｌＮ薄膜有较大应力。对硬度的测量发现ＡｌＮ薄膜硬度较大,取向对硬度没有影响。     

群组AHP排序向量加权最小几何距离平方法

提出求解群组ＡＨＰ的排序向量加权最小几何距离平方法,对不同的专家给出的判断矩阵得出的排序向量提出向量加权最小几何距离平方和概念,以最优化原理求得最优解。从而形成一种新的方便有效的群组排序方法。     

念珠菌病的临床特点

综合有关资料及临床实践对白色念珠菌病的发病机理,病因及诊断作一概述     

应用Hansson钉治疗股骨颈骨折

为寻找一种更好的方法,提高股骨颈骨折内固定的治疗效果,笔者应用Ｈａｎｓｓｏｎ钉系统,将２枚带钩的钉以上下平行方式经股骨颈置入股骨头,随机治疗股骨颈骨折患者３０例,并进行３～２１个月的临床随访观察。结果表明：患肢骨折愈合快、关节功能恢复好,优良率达９３％。与其它内固定相比,Ｈａｎｓｓｏｎ钉具有创伤小、操作简便、内固定牢固,符合髋关节生物力学特点,便于推广。     

炎症介质(PAF)致变应性鼻炎血小板聚集的研究

为了解变应性鼻炎患者血小板活化程度及与血清免疫球蛋白的关系,我们测定了变应性鼻炎患者（５６例）、正常人（５０例）的血小板活化因子（ＰＡＦ）、ＡＤＰ致血小板聚集率及血清ＩｇＥ、ＩｇＧ、ＩｇＡ、ＩｇＭ水平,结果显示,变应性鼻炎患者ＰＡＦ致血小板聚集率为５４．３４±２３．１８,正常人为３９．７２±１８．０３,变应性鼻炎组较正常人明显增高（Ｐ＜０．０１）,且与血清ＩｇＥ水平呈正相关（Ｐ＜０．０５）。表明变应性鼻炎患者血小板活化程度增加,与ＰＡＦ及血清ＩｇＥ水平增高有关。提示应用ＰＡＦ拮抗剂、血小板活化抑制剂可能是治疗变应性鼻炎的新途径。     

慕尼克电梯门控制器的新设计

主要是介绍针对慕尼克电梯而设计新的门控制器,其特点是采用运算放大器和时基电路来产生控制信号,控制灵活,电路简单。     

Organic solvents enhanced spectrofluorimetric method for determination of laccase activity

A novel fluorimetric method for determination of laccase activity in organic solvents is proposed, based on the oxidation ofo-phenylenediamine (1,2-diaminobenzene, OPDA) catalyzed by laccase yielding 2,3-diaminophenazine. The optimal conditions for laccase in organic media areT=55°C, pH=6.5, 1.0×10⁻²mol/L OPDA, 1.25 mL ethanol, 1.25 mL 1,4-dioxane and 1.25 mL acetone. The linear range of the method proposed in ethanol, 1,4-dioxane and acetone media were 0.44–19.33, 0.11–20.85, 0.38–21.05 U with the detection limit of 0.088, 0.022, 0.076 U, respectively. The proposed method has been applied to the analysis of laccase activity of real samples with more accurate and sensitive than that of the previous method reported. Supported by the National Natural Science Foundation of China and the Special Founds of State Education Committee for Doctorate Research Huang Zuyun: born in 1963, Ph.D     

Jacobi Inversion Problem for the Modified Jaulent-Miodek Hierarchy

IntroductionTheseparabilityoftheHamilton-Jacobiequa-tionandtheclassicalPoissonstructureforafinite-dimensionalintegrableHamiltoniansystem(FDIHS)playsanimportantroleinconstructingsolutionsandintheunderstandingofthecompleteintegrabilityofanFDIHS[1,2].Recently,muchin-teresthasdevelopedinthestudyofseparationofvariablesforcompletelyintegrableHamiltoniansystems[3-12].ForsomeFDIHSs,theLaxmatrixandr-matrixprovideaneffectivewaytoinvestigatetheseparationofvariables.Ithasbeenshownthateachequation…