核类似铜酸盐超导模型的su_s(1,1)su_d(1,1)代数结构

由Iachello提出的核类似铜酸盐超导模型具有su(3)代数结构,其平均场近似下的Hamilton量可以写成su(3)生成元的线性组合.通过代数生成元的实现,该模型约化的Hamilton量具有Su_s(1,1)SU_d(1,1)代数结构,利用相干算子U(θ,φ)的幺正变换,可得到系统约化Hamilton量的能隙方程及本征值,发现应用不同代数结构求解会得到不同侧重点的分析结果.     

铁电液晶光寻址空间光调制器性能分析

针对氢化非晶硅/铝/铁电液晶结构的光寻址空间光调制器（OASLM）,依据其等效电路模型,利用Pspice和Matlab软件对其分辨率、响应速度、对比度及灰度响应等性能进行了分析。结果表明:在铁电液晶（FLC）层厚度一定的情况下,减小光敏感层（a-Si:H层）的厚度可以提高FLC-OASLM的调制传递函数,从而提高分辨率;在其他参量一定的情况下,FLC-OASLM的响应速度随写入光光强增大而增大（写入光从0.08 mW/cm2增大到10 mW/cm2,延迟时间减小110 s,上升时间减小154 s）,随擦除光光强增大而减小（擦除光从0增大到1 mW/cm2,延迟时间增大41 s,上升时间仅增加3 s）;FLC-OASLM的对比度随控制光光强增大而增大,最终趋于一个稳定值21∶1;在其他参量不变时,随着擦除光光强的增大,输出光响应呈现等级下降,且发现当擦除光光强达到一定值（3 mW/cm2）后,擦除光的改变主要影响下降时间而对上升时间几乎无影响;合理设计激励源信号波形,可以得到超过十级灰度输出,表明擦除光具有实现FLC OASLM的灰度响应的功能。     

一种经济的“超导磁悬浮列车”模型的制作方法

1 基本原理 当把一个超导体移近永磁体表面时,因为磁感线不能进入超导体内,所以在超导体表面形成很大的磁通密度梯度,感应出高临界电流,从而对永磁体产生排斥,排斥力随相对距离的减小而逐渐增大,如图1所示,用超导体做成小车,它可以克服自身的重力,使其悬浮在永磁体铺成的导轨上方,当给超导体小车一定的作用力时,小车就会沿导轨运动,在铺设永磁体导轨时,按图2的方式铺设,由于两边磁铁的磁性相同,中间磁铁的磁性和两边的相反,这样就会形成一个磁通峡谷,这个峡谷将承担一个隐形的防护栏作用,使得小车在运行过程中不会脱离轨道,达到安全运行的目的,图1就是我们科技组所制作的"新空气"号超导磁悬浮列车模型.     

Effective Two-State Model and NOON States for Double-Well Bose-Einstein Condensates in Strong-Interaction Regime

The model of double-well Bose-Einstein condensates in the strong-interaction regime is shown to reduce adiabatically to an effective two-state model describing the Rabi oscillations between the two atomic Fock states ｜N, 0〉 and [0, N〉, and the NOON states of arbitrary ultracold atoms can therefore be generated periodically from the initial state of either one of the Foek states.     

Thermal Transport in One-Dimensional FPU-FK Lattices

Thermal transport in the FPU model with Kutta algorithm. The heat flux, local temperature profile, that temperature gradient scales behave as N-1 linearly. FK on-site potential is studied by using fourth-order Runge- and heat conductivity axe simulated and analyzed. It is found The divergence of heat conductivity ~ with system size N is in term of κ ∝ N^α with α = 0.44. It is shown that thermal transport is mainly dependent on the FPU nonlinear and the FK interactions.     

The Blood Flow at Arterial Bifurcations Simulated by the Lattice Boltzmann Method

The Programmed model of non-Newtonian blood fiow （the Casson model） at arterial bifurcations is established by the lattice Boltzmann method. The blood flow field under different Reynolds numbers is simulated, and distri- bution of dynamic factors such as flow velocity, shear stress, pressure and shear rate are presented. The existence of the fluid separation zone is analyzed. This provides a basis for further studies of the relationship between hemodynamic factors and pathogenesis, as well as a reference for a better understanding of the pathological changes and location of sediments, and the plague factor in arteries.     

Simulation of Dual Frequency Capacitive Sheath over a Concave Electrode in Low Pressure

A self-consistent two-dimensional （2D） collisionless fluid model is developed to simulate the characteristics of a dual frequency capacitive sheath over an electrode with a cylindrical hole. The model consists of 2D time-dependent fluid equations coupled with Poisson＇s equation, in which the low-frequency （LF） and high-frequency current sources are applied to an electrode. Thus, the so-called equivalent circuit model coupling with the fluid equations will be able to self-consistently determine the relationship between the instantaneous voltage on the powered electrode and the sheath thickness. The time-averaged potential, electric field, ion density in the sheath and ion energy distributions at the bottom of the hole are calculated and compared for different LF frequencies. The results show that the LF frequency is crucial for determining the sheath structure. The existence of the cylindrical hole on the electrode obviously affects the sheath profile in the parallel to the electrode and makes the sheath profile tend to adapt the contours of the electrode, which is the plasma molding effect.     

Some Magnetized Bulk Viscous String Cosmological Models in Cylindrically Symmetric Inhomogeneous Universe with Variable ∧-Term

Some cylindrically symmetric inhomogeneous viscous fluid string cosmological models with magnetic field and cosmological term A varying with time are investigated. To get the deterministic solution, it has been assumed that the expansion （θ） in the model is proportional to the eigen value σ^11 of the shear tensor σ^ij. The value of cosmological constant for the model is found to be small and positive, which is supported by the results from recent supernovae Ia observations. The effect of bulk viscosity is to produce a change in perfect fluid and hence exhibits essential influence on the character of the solution. The physical and geometric properties of the models are also discussed in presence and absence of magnetic field.     

Octet baryon masses with two-gluon exchange effect

We report our investigation on the octet baryon spectrum in the nonrelativistic quark model by taking into account the two-gluon exchange effect. The calculated octet baryon masses agree better with the experimental data. It is also shown that the two-gluon exchange interactions bring a significant correction to the Gell-Mann-Okubo mass formula.     

高频引力波与现代宇宙学

文章简要综述了由典型现代宇宙学模型和膜振荡模型预期的微波频带的高频引力波的特性和可能的观测方案,以及研究这一课题的重要科学意义和所面临的挑战和机遇.