医院污水处理系统中生物对金属富集的研究

本文分析了桂林南溪山医院污水处理系统中某些鱼类、藻类、底栖动物等水生生物的重金属含量,计算了各类生物的富集系数,发现不同种类的鱼,对五种重金属的富集顺序不同,相同种类的鱼对五种重金属的富集能力也各不相同,鱼的不同器官对重金属的富集能力也有较大的差异.     

呼和浩特地膜栽培番茄的细菌病害

查明危害呼和浩特地区地膜栽培中番茄的两种病害;番茄角斑病(Pseudomonas corrugota)和番茄溃疡病(Corynebocterium michigamens pv.michigganense)(Smith)Jensen.).国内文献没有见到对前者病害症状的描述.本文所提供的症状可用于诊断这两种细菌病害.     

P pili in uropathogenic E. coli are composite fibres with distinct fibrillar adhesive tips.

Escherichia coli is a frequent cause of several common bacterial infections in humans and animals, including urinary tract infections, bacteraemia and bacteria-related diarrhoea and is also the main cause of neonatal meningitis. Microbial attachment to surfaces is a key event in colonization and infection and results mainly from a stereochemical fit between microbial adhesins and complementary receptors on host cells. Bacterial adhesins required for extracellular colonization by Gram-negative bacteria are often minor components of heteropolymeric fibres called pili which must be oriented in an accessible manner in these structures to be able to bind to specific receptor architectures. P pili mediate the binding of uropathogenic E. coli to a digalactoside receptor determinant present in the urinary tract epithelium. We report here that the adhesin is a component of distinct fibrillar structures present at the tips of the pili. These virulence-associated tip fibrillae are thin, flexible polymers composed mostly of repeating subunits of PapE that frequently terminate with the alpha-D-galactopyranosyl-(1-4)-beta-D-galactopyranose or Gal alpha (1-4)Gal binding PapG adhesin.     

GIANT MAGNETORESISTANCE EFFECTS IN Co／Cu （111） SUPERLATTICE

We present a spin-dependent scattering theory to explain the new type of magnetoresistance effect and magnetization in Co/Cu(111) su-perlattice with atomically smooth interfaces. Our model is simple, but the calculated results are consistent with the experimental ones.     

一类对称的Kolmogorov系统的定性研究（Ⅰ）

本文对一类对称的三次微分系统进行探讨，对每个奇点导出表示其鞍结性的型号公式。给出（Ｋ３）所有的六种全局相图。     

具相对位移的双周期平面弹性第二基本问题

本文给出了双周期基本胞腔内含若干个任意形状孔洞的具相对位移的平面弹性第二基本问题的三种提法(Ⅰ),(Ⅱ),(Ⅲ),并采用路见可、мусхелишвили的复变函数方法,构造出了复应力函数解的形式,将问题(Ⅱ)归结为正则型的具核为Weierstrassζ函数的奇异积分方程。同时给出了求解方法。