用于检测水环境中银离子浓度的荧光适体传感器研究

银凭借其独特的性能,在医疗材料、摄影、电子、成像等行业中应用广泛.然而,银离子被列为最具毒性的重金属离子之一,会对环境以及人类的生命健康造成严重威胁.为了灵敏、特异性的检测水环境中的银离子浓度,利用纳米金的优良光学猝灭性以及双链核酸适体捕获银离子能力更强的优点,结合荧光能量共振转移原理,提出一种用于检测水环境中银离子浓...     

浅海声场垂直振速与水平振速相关特性及应用

基于矢量水听器记录的质点振速信号,研究了浅海声场垂直振速与水平振速的相关特性,理论与仿真结果表明记录的垂直振速与水平振速的相关系数是矢量水听器俯仰角度的函数,矢量水听器不发生俯仰时二者的相关系数约为零。基于上述特点,提出了一种利用矢量水听器记录信号自适应校正矢量水听器俯仰姿态的方法,实验结果表明,该方法能有效校正矢量水听器俯仰姿态。     

1-偶氮苯-3-(3-硝基-5-氯-2-吡啶)-三氮烯的合成及其与汞的显色反应

合成了显色剂1-偶氮苯-3-(3-硝基-5-氯-2-吡啶)-三氮烯(ABNCPyT),并用元素分析法和红外光谱法对其分子结构作了鉴定.研究了ABNCPyT与汞的显色反应,在pH 10.5的Na2B4O7-NaOH缓冲溶液中和聚氧乙烯烷基酚(Triton X-100)表面活性剂存在下,试剂与汞(Ⅱ)生成4:1型红色配合物.配合物的最大吸收峰位于525 nm,表现摩尔吸光率为1.92×105L·mol-1·cm-1.汞(Ⅱ)质量浓度在600 靏稬-1以内符合比耳定律.用拟定方法测定废水中微量汞,所得结果与原子吸收光谱法的结果一致,测得其相对标准偏差(n=5)≤2.5%,方法的回收率在97.5%～103.0%.     

基于双面质点振速测量的声场分离技术

现有的声场分离技术或是基于双面声压测量或是基于单面声压和质点振速测量。本文以二维空间傅里叶变换法作为声场分离算法,提出一种基于双面质点振速测量的声场分离技术。论文首先推导出了该方法的理论模型,随后通过仿真研究验证了该方法的有效性,并通过与基于双面声压测量的声场分离方法的比较说明了其优越性。结果表明:采用基于双面质点振速测量的声场分离方法可以有效实现声场分离;基于双面质点振速测量的声场分离方法可以获得更高的质点振速分离精度,而基于双面声压测量的声场分离方法可以获得更高的声压分离精度。     

硅锆复合包覆BiVO4晶体的表征及其机理研究

利用正硅酸乙酯(TEOS)和氧氯化锆(ZrOCl2·8H2O)的水解反应并经高温煅烧后,在BiVO4晶体表面形成SiO2·ZrSiO4膜,以提高BiVO4的耐高温性.采用红外光谱仪、X射线衍射仪、差热分析仪对产品进行了表征,并得出结论:包覆SiO2·ZrSiO4膜后的BiVO4晶体,其耐热温度由680℃提高到1000℃,并对包覆机理进行了探讨.     

有关力学工作的一些反思

近年来,我国的一部分力学工作者产生了一些困惑,他们感觉力学学科受到的重视程度在下降,远不如上世纪五六十年代.     

Cauchy Problems for KdV-type Equations and Higher-Order Conditional Symmetries

We develop the generalized conditional symmetry （GCS） approach to solve the problem of dimensional reduction of Cauchy problems for the KdV-type equations. We characterize these equations that admit certain higherorder GCSs and show the main reduction procedure by some examples. The obtained reductions cannot be derived within the framework of the standard Lie approach.     

Scheme to Implement Optimal Asymmetric Economical Phase-Covariant Quantum Cloning in Cavity QED

We propose an experimentally feasible scheme to implement the optimal asymmetric economical 1→2 phase-covariant quantum cloning in two dimensions based on the cavity QED technique. The protocol is very simple and only two atoms are required. Our scheme is insensitive to the cavity field states and cavity decay. During the processes, the cavity is only virtually excited and it thus greatly prolongs the efficient decoherent time. Therefore, it may be realized in experiment.     

Solitary Solution of Discrete mKdV Equation by Homotopy Analysis Method

In this paper, we apply homotopy analysis method to solve discrete mKdV equation and successfully obtain the bell-shaped solitary solution to mKdV equation. Comparison between our solution and the exact solution shows that homotopy analysis method is effective and validity in solving hybrid nonlinear problems, including solitary solution of difference-differential equation.     

Conservation Laws of a Discrete Soliton System

In this paper, we obtain an infinite number of conservation laws for a discrete soliton system by using a solvable generalized Riccati equation.