医用金属表面生物活性梯度涂层的研究进展

综述在医用金属表面制备生物活性梯度涂层的主要方法和最新研究进展，着重介绍了非晶涂层晶化转变的动力学、不同热处理工艺的比较及对涂层组织和生物稳定性的影响。     

ZrO_2纳米微粒红外振动特征

测定了单斜ＺｒＯ_２纳米材料在各种粒度下的付里叶变换红外光声光谱（ＦＴ—ＩＲ—ＰＡＳ），发现随粒度的减小，大部分的谱线位置蓝移，而有些谱线的位置红移，同时在不同频段，有的强度增强，有的强度减弱甚至消失。研究了量子尺寸效应和介电限城效应对其光学特征的影响，对观察到的物理现象进行了物理机制探讨     

用豆腐渣加工粉末蛋白食品

营养丰富的豆腐渣,因有异味和保存性差,目前还没有得到很好的利用。现介绍一种方法,即豆腐渣通过水、脂肪水解酶及蛋白质水解酶的处理,再经干燥制成多纤维、低热量、易保存、无味、无嗅的粉末状蛋白食品,可添加到糕点等食品中。     

TMP选择丙烯醚化及PE气干型改性

本文研究三羟甲基丙烷单烯丙醚、双烯丙醚的合成方法及其在不饱和聚酯气干型改性应用。当选择５％摩尔量的四丁基溴化铵作相转移催化剂，５０％ＮａＯＨ，反应温度９００１７０，无溶剂的条件理，产物含２１．３％ＭＡＴＭＰ、７３．８％ＤＡＴＭＰ和４．９％三羟甲基丙烷三烯丙醚，总收率为８４．５％。     

Hydrostatic settling velocity of sediments

The settling of sediments is an accelerative process in which the concentration of the main sediments zone will heavily influence settling velocity, but the explicit relationship between the concentration and settling velocity has not been reported in literature. Here a theoretical function was built for the time dependent concentration and time dependent settling velocity of sediments ; then the entire settling process reflecting concentration was shown on the basis of sediments instant-settlement theory and mathematical method. Agreement of computed results and experimental data was found. Several governing parameters, including particle size,particle density,inltial suspended sediments concentration and suspension height, were discussed with a series of calculated velocity curves. The research indicated that (1) the presented concentration-velocity time relationship is rational, (2) settling process of the sediments group with variation of concentration consists of acceleration stage, uniform motion stage and deceleration stage, and (3) particle size, particle density and initial suspended sediments concentration have more influence on the settling velocity than the suspension height and water temperature.     

处理酿酒厂和乙酸废水生物颗粒中的细胞外聚合物

处理酿酒厂废水的生物颗粒与乙酸的生物颗粒相比,具有相当强的抗损耗和溶解能力是因为较高含量的ECP.每mg由Methanothrix细菌组成的后者平均只含有0.09 mg的ECP.但是前者含有0.15 mg的ECP,主要是因为高含量的ECP存在于位于生物颗粒表面的hydrolytic/fermentative 细菌和中间层的syntrophic细菌之中的缘故.     

王海现象初探

王海打假是一种合法行为,它促进了我们两方面的思考:增强执法力度,加强打假的综合治理.     

关于I_3-半群(Ⅱ)

本文利用半群代数理论及偏序集理论、方法,继续讨论了I_3-半群的若干性质及其幂零性问题。给出了I_3-半群为幂零的若干充要条件,特别是给出了幂零的I_3-半群的序结构特征,完全确定了全序幂零的I_3-半群的结构。     

Poisson单和—类广义Poisson单的刻划

讨论了Ｐｏｉｓｓｏｎ单和一类广义Ｐｏｉｓｓｏｎ单的基本刻划问题。