Yb原子高激发态的斯塔克光谱

采用ππ偏振激光，通过两步激发和光电离方法，在０－１５４Ｖ／ｃｍ电场范围内，测定了Ｙｂ原子ｎ－１８附近ｍ＝０的斯塔克光谱，首次把包含斯塔克效应的能量矩阵对角化方法推广到Ｙｂ原子，所获得的理论斯塔克图与实验结果基本符合，观察到低场中斯塔克簇随电场增加呈现线性结构以及＾１Ｐ１态与斯塔克簇在抗交叉过程中振子强度发生转移的现象，讨论了结构与量子亏损的关系。     

Ultrasensitive small molecule fluorogenic probe for human heparanase

Heparanase (HPA) is a critical enzyme involved in the remodeling of the extracellular matrix (ECM), and its elevated expression has been linked with diseases such as various types of cancer and inflammation. The detection of heparanase enzymatic activity holds tremendous value in the study of the cellular microenvironment, and search of molecular therapeutics targeting heparanase, however, no structurally defined probes are available for the detection of heparanase activity. Here we present the development of the first ultrasensitive fluorogenic small-molecule probe for heparanase enzymatic activity via tuning the electronic effect of the substrate. The probe exhibits a 756-fold fluorescence turn-on response in the presence of human heparanase, allowing one-step detection of heparanase activity in real-time with a picomolar detection limit. The high sensitivity and robustness of the probe are exemplified in a high-throughput screening assay for heparanase inhibitors.

Heparanase, a critical enzyme involved in the remodeling of the extracellular matrix, activates a disaccharide probe HADP to give a strong fluorescence signal.     

富氮多孔有机聚合物催化制备α⁃氰基肉桂酸乙酯

α-氰基肉桂酸乙酯作为含多种官能团的缺电子烯烃, 是一种极具应用价值的有机合成反应底物, 主要通过催化Knoevenagel缩合反应获得. 本文以多聚甲醛和三聚氰胺为前驱体, 采用溶剂热法制备富氮多孔有机聚合物mPMF, 经K₂CO₃处理得到K₂CO₃-mPMF-X(X=1, 10, 50). 考察了mPMF在苯甲醛和氰乙酸乙酯Knoevenagel缩合反应中的催化性能, 通过mPMF与K₂CO₃-mPMF-X催化活性的比较, 探讨了碱性强弱对Knoevenagel缩合反应的影响, 并对催化反应机理进行了探索. 结果表明, 催化剂中丰富的氮物种为反应提供了碱性环境和大量的碱性活性位点, 催化剂碱性强弱的控制是催化合成α-氰基肉桂酸乙酯的关键因素. mPMF在甲醇溶剂中于60 ℃反应3 h后, 苯甲醛转化率为97%, 目标产物选择性在99.9%以上.     

Schif碱药物与细菌作用的热力学研究

在不同温度条件下利用微量热法测定了大肠杆菌以及大肠杆菌在６种Ｓｃｈｉｆ碱药物抑制下的生长热谱，找出了该细菌生长的最佳生长温度，获得了该细菌在不同温度条件及抑制情况下生长代谢的速率常数，并借助化学反应中分子碰撞理论计算了该细菌生长的生长活化能，在此基础上借用化学反应速率的活化络合物理论模型对大肠杆菌生长代谢的生化反应进行了热力学分析     

Electrophoretic deposition of titanate nanotube films with extremely large wetting contrast

A facile electrophoretic deposition (EPD) process has been developed to prepare thin films consisting of titanate nanotubes (TNTs) that were synthesized by a hydrothermal approach. Such an EPD process offers easy control in the film thickness and the adhesion to the substrate was found to be strong. The chemical composition and structure of the products have been characterized by XRD, HRTEM, and FESEM. It was found that the functionalization of TNTs plays a key role on the electrolyte stability and the formation of a uniform TNT film with good adhesion. The as-prepared TNT films show exceptional superhydrophilic behavior with ultra-fast spreading, while it converts to superhydrophobicity yet with strong adhesion after 1H,1H,2H,2H-perfluorooctyl-triethoxysilane modification. This study provides an interesting method to prepare films with extremely high wettability contrast that are useful for producing different types of functional materials.     

Denitration of simulated high-level liquid waste by formic acid for the connection of PUREX process with TRPO process

Journal of Radioanalytical and Nuclear Chemistry - Denitration of simulated high level liquid waste (HLLW) by formic acid was performed for the connection of Plutonium Uranium Recovery by...     

On Borcherds type Lie algebras

For each even lattice \({\mathcal L}\), there is a canonical way to construct an infinite-dimensional Lie algebra via lattice vertex operator algebra theory, we call this Lie algebra and its subalgebras the Borcherds type Lie algebras associated to \({\mathcal L}\). In this paper, we apply this construction to even lattices arising from representation theory of finite-dimensional associative algebras. This is motivated by the different realizations of Kac-Moody algebras by Borcherds using lattice vertex operators and by Peng-Xiao using Ringel-Hall algebras respectively. For any finite-dimensional algebra \(A\) of finite global dimension, we associate a Borcherds type Lie algebra \(\mathfrak {BL}(A)\) to \(A\). In contrast to the Ringel-Hall Lie algebra approach, \(\mathfrak {BL}(A)\) only depends on the symmetric Euler form or Tits form but not the full representation theory of \(A\). However, our results show that for certain classes of finite-dimensional algebras whose representation theory is ’controlled’ by the Euler bilinear forms or Tits forms, their Borcherds type Lie algebras do have close relations with the representation theory of these algebras. Beyond the class of hereditary algebras, these algebras include canonical algebras, representation-directed algebras and incidence algebras of finite prinjective types.     

对偶Brunn-Minkowski不等式的逆

20世纪80年代Milman曾指出:反向Brunn-Minkowski不等式是凸几何的一个深刻的结果.考虑了对偶情况,建立了一个反向的对偶Brunn-Minkowski不等式.进一步,均值积分差的反向对偶Brunn-Minkowski型不等式也被建立.     

凸几何经典不等式的蕴含关系

该文指出了凸几何分析中几个具有较高应用价值的经典不等式之间的蕴涵关系.     

关于广义Hilbert双重级数不等式

本文建立了两个新型的广义Hilbert双重级数不等式.