基于多层膜技术的硬X射线Laue透镜衍射效率的理论研究

采用耦合波理论分析了X射线在多层膜Laue透镜中的传播,选择Cu的Kα线作X射线光源,计算了多层膜Laue透镜的衍射效率.材料为WSi2/Si,最外层宽度为10 nm,深度为8 500 nm的多层膜Laue透镜,倾斜情况下外层区域局部光栅的衍射效率可达59%,理论上证明了多层膜Laue透镜是实现X射线聚焦的有效手段.     

铷原子中参量六波混频和量子拍的研究

在铷原子中实现了轴向相位匹配的参量六波混频,并探测到位于红外光谱区的六波混频信号.六波混频信号与泵浦激光进行和频,产生了位于可见光范围内的可调谐的和频信号,并从和频信号中观察到频率为608 cm 1的量子拍.结果表明,六波混频信号中的量子拍能够用于研究原子和分子的相干特性.     

Nonlinear Waves in Two-Dimensional （2D） Square Lattice Frenkel-Kontorova （FK） System

A 2D square lattice is studied. By using the continuum approximation, we set up the differential equations of motion for an arbitrary particle in the square lattice which subjects to an external periodic substrate potential. The exact solitary waves of the system are found for special cases. We conclude that the adhesive force f and the angle between propagation directions of upper and lower layers can affect these waves.     

光学平衡桥式电流互感器的设计

为了消除传感头随温度变化的线性双折射对光学电流互感器性能的影响,提出了光学平衡桥式电流互感器的概念,并给出了设计原理.推导了与温度有关的线性双折射导致的线偏振光方化角变化量的解析式,并计算了用1/2波片来消除线性双折射影响时波片光轴的方向.给出了光学平衡桥的工作原理和信号处理的方法,推导出计算电流的表达式.进行了实验研究,螺线管电流为2 A,温度在20℃-65℃范围变化时,所设计互感器的输出误差在2.96%以内.提出的光学平衡桥式电流互感器,解决了原有方法存在的线性双折射随温度变化对测量精度影响的难题,有利于促进光学电流互感器的实用化进程.     

基于光子晶体光纤关联光子对频谱特性的研究

为了研究光子品体光纤在800 nm波段关联光子对的频谱特性.基于自发四波混频得到了脉冲抽运光产生的光子对的相位匹配函数和频谱甬数.数值计算、证明闲频光中心波长取796 nm时的频谱对称性最好;在假设闲频光频率为单一频率的前提下,利用简化频谱函数的表达式,通过改变光子晶体光纤零色散点色散斜率和非线性系数,以及抽运光的入射中心波长,进一步讨论了抽运光和光子晶体光纤参数变化对信号光和闲频光频谱函数的影响及变化规律.提出了有利于产生高纯度纠缠光子对的光纤参数和抽运光参数,结果对于在800 nm波段发展光子晶体光纤纠缠光子源的实验具有指导和参考意义.     

色散管理波分复用系统中的简并四波混频噪声

建立了强度调制色散管理波分复用的简并四波混频噪声标准差的理论计算模型,此理论模型考虑到了两种随机因素的影响:各信道内的比特流的随机性及脉冲初始相位的随机性.信道间的脉冲走离效应使色散管理光纤链路中的脉冲碰撞位置的分布比较复杂,这些碰撞位置又会对四波混频噪声标准差的值产生较大影响,所建立的理论模型充分考虑到了这种碰撞位置的影响.利用这个理论模型进行了相关计算,计算结果表明,优化的色散管理方案在保证脉冲稳定传输的同时,能获得较小的四波混频噪声标准差;当系统选择较小的占空比时,优化各信道脉冲的相对初始时延能较大程度地减小四波混频效应的不利影响.     

Complex Wave Solutions for （2＋1）-Dimensional Modified Dispersive Water Wave System

The extended Riccati mapping approach^[1] is further improved by generalized Riccati equation, and combine it with variable separation method, abundant new exact complex solutions for the （2＋1）-dimensional modified dispersive water-wave （MDWW） system are obtained. Based on a derived periodic solitary wave solution and a rational solution, we study a type of phenomenon of complex wave.     

Breather Lattice Solutions to Negative mKdV Equation

In this paper, dependent and independent variable transformations are introduced to solve the negative mKdV equation systematically by using the knowledge of elliptic equation and Jacobian elliptic functions. It is shown that different kinds of solutions can be obtained to the negative mKdV equation, including breather lattice solution and periodic wave solution.     

Multi Dromion-Solitoff and Fractal Excitations for （2＋1）-Dimensional Boit i-Leon-Manna-Pempinelli System

In this short note, a new projective equation （Ф = σФ ＋ Ф^2） is used to obtain the variable separation solutions with two arbitrary functions of the （2＋1）-dimensional Boiti-Leon-Manna Pempinelli system （BLMP）. Based on the derived solitary wave solution and by selecting appropriate functions, some novel localized excitations such as multi dromion-solitoffs and fractal-solitons are investigated.     

Towards the decays of Nx（1625） the molecular picture

In this talk, we firstly overview the experimental status of Nx（1625）, which is an enhancement structure observed in K-3. invariant mass spectrum of J/ψ → pK-∧. process. Then we present the result of the decay of Nx（1625） under the two molecular assumptions, i.e. S-wave∧K- and S-wave ∑0K- molecular states. Several experimental suggestions for Nx （1625） are proposed.