Nanocatalytic resonance scattering spectral analysis

The resonance scattering spectral technique has been established using the synchronous scanning technique on spectrofluorometry.Because of its advantages of simplicity,rapidity and sensitivity,it has been widely applied to analyses of proteins,nucleic acids and inorganic ions.This paper summarizes the application of immunonanogold and aptamer modified nanogold(AptAu) catalytic resonance scattering spectral technique in combination with the work of our group,citing 53 references.     

Photocatalytic degradation of rhodamine B by dye-sensitized TiO_2 under visible-light irradiation

Perylene tetracarboxylic diimide (PTCDI),widely used in organic photovoltaic devices,is an n-type semiconductor with strong absorption in the visible-light spectrum.There has been almost no study of the PTCDI-sensitized TiO2 composite used to photocatalytically degrade pollutants.In this study,PTCDIand copper phthalocyanine tetrasulfonic acid (CuPcTs)-sensitized TiO2 composites were prepared using a hydrothermal method.The morphologies and structures of the two composites were characterized by X-ray diffrac...     

微机械陀螺的发展现状

随着对微电子机械系统(MEMS)的深入研究和取得的进展,属于MEMS研究内容之一的微机械陀螺,在汽车工业需求的推动下,已经成为过去几十年内广泛研究和发展的主题.微机械陀螺与传统机械式陀螺、固体陀螺、光学陀螺等相比,具有成本低、尺寸小、重量轻、可靠性高等优点,其精度正不断得到提高,应用领域也随之不断扩大.本文首先简要介绍了微机械陀螺的定义及特征、性能指标、工作原理、分类以及加工技术,随后对已出现的不同类型微机械陀螺的结构、加工方式、工作原理以及性能进行了综述,最后对微机械陀螺的商业化现状以及发展趋势进行了展望.      

基于增广Lagrange函数的RQP方法

Recursive quadratic programming is a family of techniques developd by Bartholomew-Biggs and other authors for solving nonlinear programming problems.This paperdescribes a new method for constrained optimization which obtains its search di-rections from a quadratic programming subproblem based on the well-known aug-mented Lagrangian function.It avoids the penalty parameter to tend to infinity.We employ the Fletcher‘s exact penalty function as a merit function and the use of an approximate directional derivative of the function that avoids the need toevaluate the second order derivatives of the problem functions.We prove that thealgorithm possesses global and superlinear convergence properties.At the sametime, numerical results are reported.     

A large deviation for occupation time of critical branching α-stable process

In this paper we establish a large deviation principle for the occupation times of critical branching α-stable processes for large dimensions d > 2α, by investigating two related nonlinear differential equations. Our result is an extension of Cox and Griffeath’s (in 1985) for branching Brownian motion for d > 4.     

解析hyponormal算子的α-Weyl定理

本文通过定义新的谱集,给出了算子满足a-Browder定理和a-Weyl定理的充要条件,运用了文章中新定义的谱集,研究了解析hyponormal算子的a-Weyl定理．     

Dirichlet空间上的超循环复合算子

设Bn是复平面C中的单位圆盘(n=1)或复空间Cn中的单位球.众所周知,在Hardy空间上存在丰富的符号在Aut(Bn)中的超循环复合算子.然而,在复平面中单位圆盘上的Dirichlet空间中, 任何复合算子都不能是超循环的.本文则证明,当n>1时,Bn上的Dirichlet空间中确有超循环复合算子.     

ATP-Co~(2+)-脱氧胆酸-凝胶体系的分形/周期沉淀

在体外模拟胆结石形成的实验中,选取腺苷-5'-三磷酸(ATP)-金属离子-脱氧胆酸(DC)凝胶体系进行了分形/周期有序结构的生长实验,研究ATP对Co2+-脱氧胆酸凝胶体系形成的分形/周期沉淀的影响,用FTIR表征有序沉淀物的结构.结果表明:在ATP存在下的Co2+-DC凝胶体系中,可形成周期沉淀及分形结构共存的复杂时空图案,ATP对Co2+-脱氧胆酸凝胶体系形成的图案模式较AMP的影响显著,体系的图案从分形模式转化为周期沉淀,ATP、脱氧胆酸钠、Co2+-存在复杂的相互作用,生成透明晶体新物质;红外光谱结果显示该晶体为脱氧胆酸,周期沉淀物为ATP、DC共同与金属离子配位的结果.此结果说明核苷酸作为重要的生命物质在结石形成过程中起到重要作用,结石的形成具有复杂的、非线性化学特性.     

庆大霉素与水溶性CdTe量子点的荧光共振能量转移作用

以巯基丙酸(mercaptopropionic acid,MPA)为稳定剂合成水溶性CdTe最子点(quantum dots,QDs),以CdTe QDs作为能量供体.庆大霉素(Gentamycin,GT)作为能垦受体,建立了荧光共振能量转移(fluorescence resonance energy transfer,FRET)体系.在690 nm处可见发射峰,半峰宽约10 nm,在一定范围内荧光强度与GT的含量旱线性关系,线性范围为2～20 mg·L-1,相关系数r=0.986 7.优化了不同的激发波长、pH、离子强度、时间和温度等凼素对反应的影响,并应用傅里叶变换红外光谱(Fourier transform infrared spectroscopy,FTIR)和高效液相色谱(high-performance liquid chromatography,HPLC)分别表征了化学结构和相对专一性.结果表明巯基丙酸的巯基中S原子和羧基中氧原子与纳米微粒表面的富Cd离子发生了配位作用,CdTe QDs与GT的耦合主要是通过量子点周围巯基丙酸羧基(-COOH)中的氧原子与GT的胺基(-NH2)形成分子问氧键实现的;GT与CdTe QDs的结合率为0.35:1.研究表明GT可以作为检测CdTe QDs标记牛血清白蛋白(bovine serum albumin,BSA)的荧光增敏剂,荧光强度值增强6倍,应用前景广阔.     

约瑟夫森结(阵列)与谐振器的耦合效应研究

利用一种新的电路模型系统研究了约瑟夫森结(阵列)与谐振器的耦合效应.以结的电压自锁定台阶幅度ΔI为目标值,得到了谐振电路的电阻R、谐振频率fr对耦合的影响规律,并给出了合理解释;以结阵列的相位互锁定强度IL为目标,研究了IL对锁定电压VL的依赖关系,同时,通过相关计算将其与通常电路模型下得到的结果进行了比较.