适用小分子化合物MALDI分析的基质研究

基质辅助激光解吸电离技术（matrix assisted laser desorption/ionization,MALDI）是20世纪80年代发展起来的一种应用于质谱分析的电离化技术。MALDI技术在生物大分子的分析和检测方面获得了良好的应用。由于受有机基质分子的干扰,MALDI在小分子化合物分析方面的应用受到很大的限制。近年来为解决这一问题,一些用于MALDI分析的新型材料被设计和开发出来。这些新型材料主要包括：碳、硅、纳米金属等无机材料和新型有机分子等。除此之外,在传统基质中添加表面活性剂和对分析物衍生化等方法也被成功应用于小分子化合物的MALDI质谱分析中。本文对这些可应用于小分子化合物分析的新型MALDI基质进行了综述和展望。     

不同半导体材料构成光子晶体在太赫兹波段能态密度特性

基于平面波展开法研究Ⅳ、Ⅲ-Ⅴ和Ⅱ-Ⅵ族半导体材料构成二维三角晶格光子晶体在太赫兹波段的能态密度特性,数值模拟得到Ⅳ族SiC在填充率f=0.8时形成0.037 THz带隙宽度,Ⅱ-Ⅵ族ZnO在填充率f=0.73时形成0.0417 THz带隙宽度,不同填充率情况下Ⅲ-Ⅴ族半导体材料形成0.027 THz带隙宽度,比较数据Ⅱ-Ⅵ族半导体材料形成较宽的带隙,研究结果为太赫兹光子晶体器件的开发提供了理论依据.     

不同材料构成声子晶体带隙特性研究

基于平面波展开法研究不同材料构成声子晶体带隙特性.数值模拟得到碳散射体与不同基体材料构成正方形声子晶体XY模式的能带结构,环氧树脂基体与不同散射体材料构成正方形声子晶体XY模式的能带结构,正方形和三角形结构声子晶体Z模式的能带结构.结果表明增加散射体与基体的密度比,更容易出现带隙,三角形结构相比正方形结构更易形成较宽带隙.研究结论为声子晶体器件制作提供理论依据.     

Study of a millimeter-wave squint indirect holographic algorithm suitable for imaging with large field-of-view

In this paper a millimeter-wave （MMW） squint indirect holographic method is presented, which is suitable for imaging with a large field-of-view. The proposed system employs the squint operation mode to remove the background and twin- image interferences, which achieves a similar effect to off-axis holography but leaves out the large-aperture quasi-optical component. The translational scanning manner enables a large field of view and ensures the image uniformity, which is difficult to realize in off-axis holography. In addition, a corresponding imaging algorithm for the presented scheme is developed to reconstruct the image from the recorded hologram. Some imaging results on typical objects, obtained with electromagnetic simulation, demonstrate good performance of the imaging scheme and validate the effectiveness of the image reconstruction algorithm.     

多氯联苯的羟基化代谢产物及其内分泌干扰机制

羟基多氯联苯是典型持久性有机污染物(POPs)--多氯联苯在生物体内的主要活性代谢产物,已在许多野生动物和人体内被检出.由于其化学结构与天然雌激素、甲状腺激素十分类似,因此羟基多氯联苯的内分泌干扰效应近年来已开始受到国际上的高度关注.本文对多氯联苯的代谢途径、羟基多氯联苯在生物体内的浓度水平、内分泌干扰及其多种毒性作用机制进行了综述.有关对多氯联苯的活性代谢产物--羟基多氯联苯的深入研究,将有助于进一步揭示多氯联苯的毒性机制,为我国早日建立有效的POPs污染危害评价与早期预警系统提供科学依据.     

信天翁近海面飞行时的气动力研究

针对信天翁近海面的飞行条件,研究信天翁能在大风浪中高效飞行的力学机理．将信天翁简化为二维机翼,采用势流理论的面元方法,重点研究了波浪的有益干扰．给出了信天翁在匀速固定高度飞行和自由飞行两种状态下的波浪扰动力．计算结果表明:信天翁的飞行效率不仅取决于飞行的高度和速度,而且取决于浪高和波长;在大风浪下信天翁可以从波浪有益干扰中获得推力来抵消部分飞行阻力,提高飞行效能．     

Robust adaptive control of nonholonomic systems with uncertainties

Robust adaptive control of nonholonomic systems in chained form with linearly parameterized and strongly nonlinear disturbance and drift terms is dicussed. The novelty of the proposed method is a combined use of the state-scaling and the back-stepping procedure.     

Impulsive control of chaotic systems with exogenous perturbations

The impulsive control of chaotic systems, which are subjected to unbounded exogenous perturbations, is considered. By using the theory of impulsive differential equation together with the fuzzy control technique, the authors propose an impulsive robust chaos controlling criterion expressed as linear matrix inequalities (LMIs). Based on the proposed control criterion, the procedure for designing impulsive controllers of common (perturbed) chaotic systems is provided. Finally, a numerical example is given to demonstrate the obtained theoretical result.     

Lie symmetrical perturbation and adiabatic invariants of generalized Hojman type for Lagrange systems

Based on the invariance of differential equations under infinitesimal transformations of group, Lie symmetries, exact invariants, perturbation to the symmetries and adiabatic invariants in form of non-Noether for a Lagrange system are presented. Firstly, the exact invariants of generalized Hojman type led directly by Lie symmetries for a Lagrange system without perturbations are given. Then, on the basis of the concepts of Lie symmetries and higher order adiabatic invariants of a mechanical system, the perturbation of Lie symmetries for the system with the action of small disturbance is investigated, the adiabatic invariants of generalized Hojman type for the system are directly obtained, the conditions for existence of the adiabatic invariants and their forms are proved. Finally an example is presented to illustrate these results.     

Calculations on the hyperfine constants of the ground states for lithium-like system

In this paper a relativistic many-body perturbation calculation is performed to calculate the hyperfine constants of the ground states for lithium-like isoelectronic sequence. Zeroth-order hyperfine constants are calculated with Dirac--Fock wavefunctions, and the finite basis sets of the Dirac--Fock equations are constructed by B splines. With the finite basis sets, the core polarization and the correlation effect are evaluated.