磷酸苯基二乙基酯的合成及波谱检测

作为有机磷小分子化合物 ,磷酰胺及其酯类衍生物大多具有广泛的生物活性。磷作为生命的重要元素 ,在生命体系中处于一种重要的地位 ,研究磷参与的生命过程的化学本质 ,对于更好地认识生命体及人类自身都具有重要意义。从化学意义上讲 ,磷参与的绝大部分生命过程 ,其化学本质都是磷酰基转移反应 ,对于这样一类生物体普遍存在的磷酰基转移反应 ,亦可应用到医药和农药上 ,对一些官能团进行结构改造 ,以改变其活性及仿生作用。Atherton Todd反应是合成此类物质极有价值的方法。为了进一步改善和提高水杨酸类药物的仿生作用 ,作者曾采用Atherton Todd反应合成了水杨酸羟基磷酸酯 ,但产率偏低。因此怀疑是水杨酸中羧基和羟基与磷酰化试剂发生竞争反应时羧基更具反应活性 ,为进一步探讨原因 ,文章选择了不含羧基的酯化过的水杨酸乙酯作为磷酰化反应的对象。结果首次采用改造后的Atherton Todd反应成功地制备出o [邻乙氧甲酰 (基 )苯基 ]磷酸二乙酯 ,并具较高产率。文章进一步详细给出了o [邻乙氧甲酰 (基 )苯基 ]磷酸二乙酯NMR谱数据 ,首次探讨了其ESI MS质谱裂解规律 ,对进一步合成更广泛的具有生物活性的酚类磷酸酯化合物将起到重要参考作用     

Bergman空间上Toeplitz算子的局部化

Bergman空间上Toeplitz算子的局部化@孙善利@卢玉峰...     

n层角域点源电位似镜像性质与电位级数解

本文研究电动 角域点源电位的级数表示式，并导出了任意层介质电阻率与介质分界面夹解与地面实测电位的一个简单关系。     

变型算子与奇异偏微分方程

<正> 偏微分方程定解问题的研究,遵循古典分类方法,对三种不同类型方程分别研究是一种通常采用的方法.方程的古典分类是根据特征本质的区别来进行的,它刻画了三种方程解的根本区别.但是许多例子表明三类方程某些解之间还存在着密切联系.当方程系     

数字全息技术概论

本文综述数字全息技术十多年来在世界上发展的概况和趋势。扼要而系统地阐述用计算机产生各类全息图的基本原理和基本技术,并列举其在各方面的实际应用,揭示出把物理的成像过程扩展到数字过程的优点,意义和广阔前景。并给出二元迂迥相位付里叶变换全息图的实验结果:32×32抽样点的“西”字全息图和128×128抽样点的“天安门”图案全息图。     

角域非均匀介质点源场电位分布

用电阻率法寻找金属矿床时,在多山地带经常要遇到消除地形对点电源场影响问题,即地形改正。其改正公式之一是     

Uptake of transferrin-conjugated quantum dots in single living cells

We study the uptake and distribution of transferrin （Tf）-conjugated CdSe/CdS/ZnS quantum dots （QDs） in single living HeLa cells with both fluorescence confocal microscopy and three-dimensional （3D） reconstruction technique. By increasing the co-incubation time or the dosage of QDs-Tf, we find that the uptake of QDs-Tf bioconjugates in the cells increases correspondingly, but with different uptake rates. Additionally, the distribution of QDs-Tf, in single live HeLa cells is time dependent. To our knowledge, this is the first study on quantitatively analyzing the uptake and distribution of bioconjugated QDs in single living cells. Such QDs nanoplatform can be further modified for developing biomedical evaluation tool in cancer diagnosis and targeted drug delivery.     

Improving the precision of fluorescence lifetime measurement using a streak camera

Streak camera has high temporal resolution and high sensitivity, and is a powerful tool in biomedical study to measure fluorescence lifetime and perform fluorescence lifetime imaging. However, nonuniformity of the gain in the streak tube and nonlinearity of the sweeping speed limit the precision of fluorescence lifetime measurement, particularly when fluorescence lifetimes are short. We have constructed a two-photon excitation fluorescence lifetime measurement system that is based on a synchroscan streak camera and have developed accordingly a method to correct the effect of gain nonuniformity and nonlinearity of sweeping speed on the measurement precision. A continuous-wave laser of high stability is used to calibrate the gain of the streak camera, and a Fabry-Perot etalon is used to calibrate the nonlinearity of the sweeping speed. Fitting algorithms are used to correct the gain of the streak camera and nonlinearity of the sweeping speed respectively, which significantly improves the measurement precision of the system, as characterized through the fluorescence lifetime of the short-lived fluorescence dye, Rose Bengal. Experimental results show that the measurement fluctuation of the lifetime has been improved from more than 10% to 2% after correcting the effects of gain nonuniformity and sweeping speed nonlinearity.     

Air-breathing mode a long-pulse laser propulsion with TE CO2 laser

Air-breathing mode laser propulsion experiment with a long-pulse transversely excited （TE） CO2 laser is carried out, and its ignition problem is solved with the ignition needle of lightcraft. Owing to the ignition needle, an order of magnitude reduction in the ignition threshold is demonstrated. The result is compared with previous study. The momentum coupling coefficient is also measured in the experiment and its dependence upon laser pulse energy （6 14 J） and pulse width （20, 32, and 40 μs） is discussed.     

截断调和Bergman空间上Toeplitz算子的代数性质

本文首先讨论调截断和Bergman空间 $b_{n}^{2}$ 上拟齐次函数为符号的Toeplitz算子的有限秩乘积问题,其次考察两个以拟齐次函数为符号的Toeplitz算子的换位子与半换位子的有限秩问题.