Spinor Green’s functions via spherical means on products of space forms

We explicitly compute the Green’s function of the spinor Klein–Gordon equation on the Riemannian and Lorentzian manifolds of the form _M0×?×_MN$M_0\times ?\times M_N$, with each factor being a space of constant sectional curvature. Our approach is based on an extension of the method of spherical means to the case of spinor fields and on the use of Riesz distributions.     

Influence of Generalized (r, q) Distribution Function on Electrostatic Waves

Non-Maxwellian particle distribution functions possessing high energy tail and shoulder in the profile of distribution function considerably change the damping characteristics of the waves. In the present paper Landau damping of electron plasma (Langmuir) waves and ion-acoustic waves in a hot, isotropic, unmagnetized plasma is studied with the generalized (r,q) distribution function. The results show that for the Langmuir oscillations Landau damping becomes severe as the spectral index r or q reduces. However, for the ion-acoustic waves Landau damping is more sensitive to the ion temperature than the spectral indices.     

New Exact Solutions of Multi-component mKdV Equation

In this paper, new Jacobi elliptic function solutions of multi-component mKdV equation are obtained directly in a unified way. When the modulus m→1, those periodic solutions degenerate as the corresponding hyperbolic function solutions. Then, to the three-component mKdV equation, five types of effective solution are presented in detail.     

Band bending at the Si(1 1 1)–SiO2 interface induced by low-energy ion bombardment

Experiments employing photoreflectance spectroscopy have uncovered band bending due to electrically active defects at the Si(1 1 1)–SiO₂ interface after sub-keV Ar⁺ ion bombardment. The band bending of about 0.5 eV resembles that for Si(1 0 0)–SiO₂, and both interfaces exhibit two kinetic regimes for the evolution of band bending upon annealing due to defects healing. The healing takes place about an order of magnitude more quickly at the (1 1 1) interface, however, probably because of less fully saturated bonding and higher compressive stress.     

DNA纤维的X射线衍射分析与双螺旋结构的发现

概述了DNA化学结构式确立的过程,介绍了x射线衍射分析的概念、原理和方法,阐述了物理学家威尔金斯和物理化学家富兰克林在用实验事实证明DNA双螺旋结构方面所作出的巨大贡献。     

Wigner distribution,nonclassicality and decoherence of generalized and reciprocal binomial states

There are quantum states of light that can be expressed as finite superpositions of Fock states (FSFS). We demonstrate the nonclassicality of an arbitrary FSFS by means of its phase space distributions such as the Wigner function and the Q-function. The decoherence of the FSFS is studied by considering the time evolution of its Wigner function in amplitude decay and phase damping channels. As examples, we determine the nonclassicality and decoherence of generalized and reciprocal binomial states.     

三甲基苯基六氟磷酸铵离子液体结构性质的密度泛函研究

离子液体以其独特性质广受关注,人们对其潜在的利用价值做了大量的研究.本文采用密度泛函（DFT）B3LYP/6-31(d)的方法计算了三甲基苯基六氟磷酸铵离子液体的几何和电子结构,对比对了三种不同的优化结构.通过自然键轨道(NBO)分析,得到各原子的电荷分布,并用二阶微扰稳定化能分析了阴阳离子间相互作用.结果发现：阴离子分布在阳离子周围的三个区域,所有离子对中阴阳离子间有电荷的转移,且都存在多重氢键作用,阴阳离子间的电荷转移主要是通过LPF→σ*C-H 相互作用.     

LIBS/Raman光谱对称零面积变换自动寻峰方法研究

自动寻峰是进行光谱原位探测、实时自动分析的必要环节,对拓展光谱分析技术到长期海洋监测、石油录井等应用领域具有重要意义。该研究以实验室中获得的LIBS/Raman光谱数据,对Gaussian,Lorenz,Voigt三种线型函数构建的对称零面积变换函数进行了比较研究。结果证明各个光谱峰都存在一个最优的对称零面积变换函数,但三种变换函数在各自的最优化参数下获得的峰位、峰宽一致;以实验室中LIBS和Raman光谱定量实验数据对该方法的测试还证明,对称零面积变换寻峰方法对信号的大范围动态变化适应性强,弱峰识别能力达到或优于人工识别水平,有望应用于将来的LIBS/Raman自动原位分析中去。     

亚10 μm线宽的投影光刻物镜设计及其成像性能的实验测定

 采用Zemax软件设计出6镜片、数值孔径为0.06、2倍缩小、以405 nm半导体激光器为光源、分辨精度达5 μm、视场12 mm×12 mm 内波像差小于1/4波长、畸变小于0.005%的双远心投影光刻物镜的设计方法。将设计的物镜实物化,并对其光学传递函数(MTF)作精确的实验测定,利用所提出的MTF标准实验测量法,得到该投影物镜的成像性能达亚10 μm线宽。     

CCD对高空间分辨率波前干涉检测的影响

推导并用实验验证了光强与入射波前在单位像元面积里成近似线性关系,从而得到入射波前经CCD采样后的功率谱密度（PSD）公式.根据该公式,模拟分析了影响CCD采集系统的系统传递函数的各个因素：入射波前、CCD的填充因子及CCD的曝光时间,得出了他们与系统传递函数的定性关系,并且通过实验明确CCD曝光时间对高空间分辨率波前检测不确定度的影响,为高空间分辨率干涉设计提供了理论依据.