BaSe的准粒子能带结构

运用标准的准粒子GW方法重新考察了BaSe的准粒子能带结构.为便于比较，同时计算了局域密度近似(LDA)和广义梯度近似(GGA)下的能带.结果表明，LDA和GGA方法都不能准确描述这个材料的带隙.与实验测量值对比，其误差分别达到39.9%和32.6%.GW准粒子能带的结果则可以对其带隙作出大幅度的修正，得到与实验测量相当符合的理论结果.与已有的计算结果不同，B1结构BaSe准粒子能带具有Γ点直接带隙特性，表明在Ba价电子组态中考虑4d电子的作用至关重要. 关键词： BaSe GW 能带结构 带隙     

磁驱动准等熵加载下Z切石英晶体的折射率

基于CQ4脉冲功率实验装置开展了Z-切石英晶体在磁驱动准等熵加载下的窗口折射率修正关系研究. 实验中采用激光波长1550 nm的双源光外差测速仪测量获得了LiF窗口和Z-切石英晶体窗口与不同厚度极板界面的粒子速度. 利用反积分方法由实验测得的LiF窗口与极板界面粒子速度计算得到了极板的加载磁压力历史; 以获得的磁压力为输入条件, 采用LS-DYNA计算软件正向计算得到石英晶体窗口与极板界面的真实粒子速度历史. 由实验获得的Z-切石英晶体窗口/极板界面表观粒子速度和计算得到的真实粒子速度, 获得了Z-切石英晶体弹性极限内的连续的折射率修正关系, 将其折射率修正关系的适用压力范围拓宽至14.55 GPa. 表观粒子速度与真实粒子速度关系采用线性拟合时, 折射率修正关系为n=1.087 (± 0.008)+0.4408ρ/ρ₀, 与冲击数据拟合的结果一致. 由折射率实验数据对Z-切石英晶体的极化率分析认为, 在其弹性极限压力范围内加载路径和温度对折射率的影响可以忽略.     

N/I/d波超导体结中的准粒子非弹性散射效应

考虑准粒子的非弹性散射和正常金属区域的杂质散射,以方势垒描述N/I/d波超导体结中绝缘层对准粒子输运的影响,运用Bogoliubov-de Gennes(Bde)方程和Blonder-Tinkham-Klapwijk(BTK)理论,计算了N/I/d波超导体结的隧道谱.研究表明;(1)伴随着准粒子的非弹性散射效应,绝缘层的势垒值及绝缘层厚度对零偏压电导峰值有显著影响;(2)准粒子有限寿命的缩短,可压低零偏压电导峰,并抹平能隙处的小峰或凹陷;(3)较大的杂质散射会导致零偏压电导峰的劈裂,而准粒子的非弹性散射则可有效地阻止其劈裂.     

Li2O-Al2O3-SiO2微晶玻璃加工脆延转变临界条件实验研究

 介绍了Li2O-Al2O3-SiO2微晶玻璃的加工特点。基于纳米划痕技术对Li2O-Al2O3-SiO2微晶玻璃进行了纳米划痕实验,测得微晶玻璃材料脆延转变临界切削深度和临界载荷的平均值分别为125.6 nm和29.78 mN。将实验所得临界切削深度值与基于压痕断裂力学模型建立的脆延转变临界切削深度计算值进行了对比,结果表明,T. G. Bifano基于显微压痕法给出的临界切削深度计算值与实验结果差别较大,结合实验结果对其公式进行了修正;基于压痕断裂力学模型建立的延性域磨削临界切削深度计算值与实验结果相差较小,并分析了产生差异的原因。     

具有1~+、3~+带的转动区偶偶核的相互作用玻色子模型

本文在s、d IBM的SU(3)极限下,考虑了八极态,并对二准粒子激发作类玻色子处理,得到了非简并的1~+、3~+带.导出了能谱的解析表达式.对转动区中八种原子核的能谱的计算结果与实验值符合得相当好.     

高能碰撞实验数据非整数分割时的阶乘矩分析

在对相空间用非整数分割作阶乘矩分析时,由二粒子或多粒子关联所引起的非均匀因素的影响必须加以认真考虑.本文对高能碰撞末态粒子的阶乘矩在相空间进行非整数分割时的分析方法进行了仔细研究,建立了一套完整的对非整数分割下阶乘矩的分布进行修正的方法.用NA22实验组的实验数据计算,证明其方法是正确的.     

偶极玻色-爱因斯坦凝聚体中的各向异性耗散

针对偶极相互作用的玻色-爱因斯坦凝聚体,解析计算了点状杂质沿平行极化轴和垂直极化轴运动的能量耗散率,证明了在超流临界速度更大的方向上耗散率也更高.该结论为最近在162Dy原子气体中观测到的实验现象提供了理论支持.对于一般的运动方向,给出了耗散率在高速极限下以及临界速度附近的渐近形式.结合数值计算的结果,论证了耗散率随方向角的变化总是表现出与临界速度一致的各向异性.     

具有1+、3+带的转动区偶偶核的相互作用玻色子模型

本文在s、d IBM的SU(3)极限下, 考虑了八极态, 并对二准粒子激发作类玻色子处理, 得到了非简并的1⁺、3⁺带. 导出了能谱的解析表达式. 对转动区中八种原子核的能谱的计算结果与实验值符合得相当好.     

Kondo晶格中超导热力学临界场的研究

本文在两带准粒子模型下研究了Kondo晶格中超导热力学临界场的行为。我们唯象地引入了准粒子之间的有效吸引相互作用,由系统的两个超导序参量所满足的自洽方程出发计算了超导态与正常态热力学函数之差,由此得到了Kondo晶格中超导热力学临界场的表达式,并结合重费米子超导体CeCu_2Si_2、UBe_(13)和UPt_3的有关实验对所得理论结果进行了讨论。     

Δr的实验测量与唯象分析

本文根据LEP和CDF等实验组的最新实验结果,导出了辐射修正因子Δr的实验值,并把该结果和根据标准模型理论计算得到的Δr理论值进行了比较.本文计算了全单圈和主要双圈的贡献,根据几率分布得到了对M_t比较严格的上限限制;当取Higgs粒子质量M_H=100GeV时M_t<175GeV(95%C.L.).本文还分析计算了其它实验误差和理论误差对M_t的影响.     

Decrease in the group velocity of a light pulse in the Bose-Einstein condensate of a dilute gas

A semiclassical theory of electromagnetically induced transparency in a Bose-Einstein condensate is considered. A nonlinear Schrödinger equation that describes the interaction of the Bose-Einstein condensate with an electromagnetic field is derived. An analysis of the obtained solutions to this equation demonstrates a decrease in the group velocity of the light pulse.     

Stability of supercurrents and condensates in type I superconductors

Excitations of Cooper pairs into non-condensed bound pairs are similar to excitations oftrue bosons out of the Bose-Einstein condensate. Using the Landau criterion ofsuperfluidity we evaluate the critical current above which these pair-excitations wouldlead to a finite resistivity. The predicted value strongly depends on the chosenapproximation. The Thouless approach based on the Galitskii T-matrix and theKadanoff-Martin theory which is in many aspects equivalent to the BCS theory, both lead tozero critical velocity, what is in conflict with the mere existence of supercurrents. Incontrast, the T-matrix with multiple scattering corrections provides the critical velocityof pair excitation which is √3-times larger than the critical velocity of pairbreaking. This agrees with the experimentally well established fact that supercurrents intype I superconductors are limited by pair breaking, not by pair excitation.     

Flow of a Bose-Einstein condensate in a quasi-one-dimensional channel under the action of a piston

The problem of the flow of a Bose—Einstein condensate in a channel under the action of a piston is considered. Problems of this kind are topical in connection with experiments on condensate flow control in quasi-one-dimensional (cigar-shaped) traps, in wh ich the repulsive potential produced by a laser beam focused across the trap acts as a piston. A dispersive shock wave characterized by rapid oscillations of the condensate density and flow velocity is shown to be formed in the condensate flow after some instant of time for an arbitrary law of piston motion. The Whitham averaging method is used to obtain a solution for the main parameters of the dispersive shock wave in the case of a uniformly accelerated piston motion. The evolution of the dispersive shock wave immediately after the breaking time, when the dispersionless solution is well approximated by a cubic parabola for the coordinate dependence of the density, is analyzed in the case of an arbitrary piston motion. Comparison shows good agreement of the numerical calculation with the approximate analytical theory. The developed theory complements the previously considered case of a piston moving with a constant velocity and is important for describing the condensate transport in atomic chips.     

Enhancing capacity of coherent optical information storage and transfer in a Bose-Einstein condensate

The coherent optical information storage capacity of an atomic Bose-Einstein condensate is examined. The theory of slow light propagation in atomic clouds is generalized to the short-pulse regime by taking into account group velocity dispersion. It is shown that the number of stored pulses in the condensate can be optimized for a particular coupling laser power, temperature, and interatomic interaction strength. Analytical results are derived for a semi-ideal model of the condensate using the effective uniform density zone approximation. Detailed numerical simulations are also performed. It is found that the axial density profile of the condensate protects the pulse against group velocity dispersion. Furthermore, taking into account the finite radial size of the condensate, multimode light propagation in an atomic Bose-Einstein condensate is investigated. The number of modes that can be supported by a condensate is found. The single-mode condition is determined as a function of experimentally accessible parameters including trap size, temperature, condensate number density, and scattering length. Quantum coherent atom-light interaction schemes are proposed for enhancing multimode light propagation effects.     

On the Quantum Dynamic Theory of the MIT Output Coupler for the Bose-Einstein Condensation

A linear quantum dynamic theory for output coupler of Bose-Einstein condensed atoms in a trap is considered with the Bogoliu bov approximation in the thermodynamical limit based on the recent MIT experiment (Phys. Rev. Lett. 78 (1997) 582) for atomic laser. In evolution of total system, the solution of the many-body problem shows a factorization of dynamic process, i.e., the wave function initially prepared in a direct product of a vacuum state and a coherent state remains in a direct product of coherent states at any instance. Physically, this factorizable structure predicts that an ideal condensate in the trap will remain in such a condensate state after the radiation frequency interaction while the output-coupler pulse of atoms forms a macroscopic quantum state in a propagating mode, i.e., the atomic laser.     

Vortex pair excitation in a Bose-Einstein condensate by moving potential barriers

The subsonic motion regime of a potential barrier in a Bose-Einstein condensate is considered. It is characterized by a critical velocity above which vortex pairs appear with opposite topological charges (“vortex-antivortex” pairs). The theoretical picture developed is confirmed by the results of numerical simulations within the framework of the Gross-Pitaevskii equation.     

Realization of a sonic black hole analog in a Bose-Einstein condensate

We have created an analog of a black hole in a Bose-Einstein condensate. In this sonic black hole, sound waves, rather than light waves, cannot escape the event horizon. A steplike potential accelerates the flow of the condensate to velocities which cross and exceed the speed of sound by an order of magnitude. The Landau critical velocity is therefore surpassed. The point where the flow velocity equals the speed of sound is the sonic event horizon. The effective gravity is determined from the profiles of the velocity and speed of sound. A simulation finds negative energy excitations, by means of Bragg spectroscopy.     

自旋-轨道耦合作用下玻色-爱因斯坦凝聚在量子相变附近的朗道临界速度

各向异性超流体中的朗道临界速度并非简单地由运动方向的元激发能谱决定.在自旋-轨道耦合作用下的双分量玻色-爱因斯坦凝聚中,当系统跨过平面波相与零动量相之间的量子相变时,尽管超流声速连续变化,但垂直于自旋-轨道耦合方向的朗道临界速度会出现跳变,跳变幅度随自旋相互作用强度单调增加.根据线性响应理论,计算了凝聚体中运动杂质在不同速度下的能量耗散率,提出可以通过能量耗散观测临界速度在量子相变处的不连续性.     

Superflow in a toroidal Bose-Einstein condensate: an atom circuit with a tunable weak link

We have created a long-lived (≈40 s) persistent current in a toroidal Bose-Einstein condensate held in an all-optical trap. A repulsive optical barrier across one side of the torus creates a tunable weak link in the condensate circuit, which can affect the current around the loop. Superflow stops abruptly at a barrier strength such that the local flow velocity at the barrier exceeds a critical velocity. The measured critical velocity is consistent with dissipation due to the creation of vortex-antivortex pairs. This system is the first realization of an elementary closed-loop atom circuit.     

Perturbative calculation of critical exponents for the Bose–Hubbard model

We develop a strategy for calculating critical exponents for the Mott insulator-to-superfluid transition shown by the Bose–Hubbard model. Our approach is based on the field-theoretic concept of the effective potential, which provides a natural extension of the Landau theory of phase transitions to quantum critical phenomena. The coefficients of the Landau expansion of that effective potential are obtained by high-order perturbation theory. We counteract the divergency of the weak-coupling perturbation series by including the seldom considered Landau coefficient a ₆ into our analysis. Our preliminary results indicate that the critical exponents for both the condensate density and the superfluid density, as derived from the two-dimensional Bose–Hubbard model, deviate by less than 1 % from the best known estimates computed so far for the three-dimensional XY universality class.