N,N′—二(芳磺酰)磺酰亚胺—S—(2—苯并咪唑)钠、银盐的合成及应用

芳磺酰氯胺钠是一类化学活性很强的物质,由它们参予的许多反应已引起化学工作者浓厚的兴趣。Boberg,Koide和Bruchmann等在这方面做了很多工作。Bruchmann用2—巯基吡啶酮与二分子芳磺酰氯胺钠(氯胺T,氯胺Cl,氯胺N,氯胺B和氯胺M)合成了相应的N,N′—二(芳磺酰)磺酰亚胺—S—(2—吡啶)钠盐化合物。众所周知2—巯基苯并咪     

SINS／GPS组合导航系统时序同步技术研究

一本文讨论的ＳＩＮＳ／ＧＰＳ组合导航系统时序同步技术是以ＧＰＳ接收机输出的ＩＰＰＳ秒脉冲作为组合导航系统的参考时标，定时地修正ＳＩＮＳ的基本任务时序。文中提出一种利用分频器自动调节技术对ＳＩＮＳ基本任务时序发生器的分频器进行动态修正的方法。仿真实验结果表明，当ＩＳＮＳ频标相对于ＧＰＳ接收机出现漂移或其它不稳定性情况时，该方法也能使ＳＩＮＳ的基本时序与ＧＰＳ接收机保持精确同步。     

一维等离激元晶格中的能带结构调控

由于具有将电磁波聚集到深亚波长体积的能力,表面等离激元在纳米光子技术研究工作中得到了广泛的应用.根据其性质,表面等离激元基本可以分为两大类:沿金属与介质界面传播的表面等离极化激元(SPPs)和束缚在金属表面的局域表面等离激元(LSPRs).SPPs和对应的自由空间电磁波之间存在明显的动量失配,光栅,即一维等离激元晶格,...     

When Molecular Probes Meet Self‐Assembly: An Enhanced Quenching Effect

We demonstrate that the incorporation of one or two amino acids of phenylalanine (F) or 4‐fluoro phenylalanine (^fF) will greatly lower the background fluorescence intensities of conventional quenched probes with quenchers. This enhanced quenching effect was due to the synergetic effect of the aggregation caused quenching and the presence of a quencher. Such strategy will not greatly affect the enzyme recognition properties to the probes. We also demonstrated that our self‐assembled nanoprobe with the enhanced quenching effect showed a better performance in cells for the detection of cell apoptosis than the unassembled probes. Our study demonstrates that using molecular self‐assembly can optimize and improve the performance of molecular probes and it provides a simple but very useful strategy to boost the signal‐to‐noise ratios of fluorescence probes.     

Partial geometric difference sets and partial geometric difference families

The concept of a partial geometric difference set (or $1\frac{1}{2}$-difference set) was introduced by Olmez in 2014. Recently, Nowak, Olmez and Song introduced the notion of a partial geometric difference family, which generalizes both the classical difference family and the partial geometric difference set. It was shown that partial geometric difference sets and partial difference families give rise to partial geometric designs. In this paper, a number of new infinite families of partial geometric difference sets and partial geometric difference families are constructed. From these partial geometric difference sets and difference families, we generate a list of infinite families of partial geometric designs.