平面阻塞效应测量Ep=1565keV时27Al(p,α)24Mg共振反应寿命

采用(111)面阻塞效应测量了E_p=1565keV共振时²⁷Al(p,α)²⁴Mg核反应寿命。用解析方法分析实验数据。测到的核寿命τ=17.9_-4.0^+4.4as,与<110>轴阻塞效应测量结果和文献给出的结果在误差范围内一致。测量了E_p=1183.4keV时(111)面的α粒子的阻塞分布,并与理论计算作了比较。 关键词：     

NH4IO3晶体的压电性能

用干涉法测量了NH₄IO₃晶体的全部压电系数。结果为: d₃₁=35.2, d₃₂=23.4, d₃₃=55.9, d₂₄=-2.4, d₁₅=-9.5×10^-8 CGSE/DYN。 关键词：     

KTiOPO4晶体全部电光系数的测量

用干涉法测量了KriOPO₄晶体的全部电光系数。结果为γ₁₃=7.9,γ₂₃=11.3,γ₃₃=22.7,γ₅₁=10.6,γ₄₂=6.2(×10^-10cm/V)。 关键词：     

超晶格结构中电子的波动性

在温度T=77K,测量了GaAs/AlGaAs超晶格的光电流,观测到在ν=1589cm^-1有一个强电流峰,而在ν=1779,2129和2401cm^-1附近存在弱电流峰.分析认为,这些电流峰与电子的波动性有关.据电子波动理论计算出的光电流峰位置与实验测量结果相当一致 关键词： 超晶格 电子 波动性     

空间振幅调制光谱偏振测量技术研究

空间振幅调制光谱偏振测量技术通过由光楔、偏振片组成的调制模块,将目标的偏振信息调制到与光谱维垂直的空间维,单次测量即可同时获取目标的偏振信息和光谱信息。首先阐述空间振幅调制光谱偏振测量技术的基本原理,然后利用空间调制光谱偏振仿真软件进行理论仿真,并且给出了具体的实验研究方案,通过对比理论模拟图像和实验图像,验证实验的可靠性。以Q=0,U=1,V=0和Q=1,U=0,V=0作为入射偏振光进行实验,在波长范围500～600 nm采样10组数据,利用最小二乘法对实验输出的偏振光进行偏振解调。结果表明：解调后入射光的线偏振度与参考入射光的误差值分别小于2.5%和4%,偏振角误差值小于1.8%和2%,验证了实验和算法的可行性,并对两组复合光楔中心误差对偏振测量的影响作了简要分析,结果表明中心误差对偏振分量Q和V的测量影响较大。     

Al_xGa_(1-x)As/GaAs 异质结界面上二维电子气量子霍耳效应的测量

我们利用分子束外延技术生长的 Al_xGa_(1-x)As/GaAs 调制掺杂异质结材料做成霍耳测量样品,在 T=2K 的温度下及 B=4～5T 的磁场中进行了测量,得到 i=2时的量子霍耳电阻 R_H=12906.4±0.1Ω,总误差小于8ppm.     

超声波在磁性液体中的传播特性

本文报道超声波在磁性液体中的传播特性,首先研究了磁化状态建立与消失的弛豫过程,弛豫时间约20min,为了保证平衡状态下进行测量,所有数据均为附加磁场60min后进行的测量,然后在f=4HMz下,测量了φ=0,π/2的声速与磁场的关系,声速与磁性液体中磁性颗粒浓度的关系,对有关理论进行了解释。 关键词：     

KIO3·2LiIO3复盐晶体的生长、形态及光学性质

本文研究了KIO₃·2LiIO₃复盐晶体的培养及其红外光谱,测量了它的结晶形态,确定为2/m点群,其晶胞参数为:a=11.189,b=11.038,c=8.262,β=111°27′,给出了光性方位,可见光范围的折射率及其Sellmeier方程。 关键词：     

聚丁二烯中的等待时间效应

测量了高聚物材料聚丁二烯的比热,发现在温度T_g=178K出现玻璃转变且转变点附近的比热与降温过程有关。在降温过程中,若控制样品在某一温度T_wg等待时间t_w,则升温比热测量表明,T_g处的比热跃变△c_p存在明显的等待时间效应,即△c_p随t_w的增大而增大。在T_w=169K条件下,△c_p(t< 关键词：     

弛豫铁电单晶0.93Pb(Zn1/3Nb2/3)O3-0.07PbTiO3的电光性能研究

以波长为632.8 nm的He-Ne激光作为光源,研究了三方相弛豫铁电单晶0.93Pb(Zn1/3Nb2/3)O3-0.07PbTiO3在室温下的折射率和线性电光性质.通过测量晶体的布儒斯特角,确定了单晶的两个主轴折射率:no=2.466,ne=2.488.利用改进的马赫-泽德尔干涉法测量了单晶的线性电光系数:r33=71 pm/V,r13=4 pm/V.计算得到有效电光系数rc=67 pm/V及半波电压Vπ=610 V.单晶优异的电光性能使其在激光调制与偏转领域有着巨大的应用潜力.     

核磁共振碳谱研究:烷烃化学位移和(CSS)与分子路径指数矢量(VPM)

系统研究了核磁共振碳谱和化学位移规律及其定量构谱关系(QSSR).本文研究了一组十元素分子路径指数矢量VPM,并发现它与烷烃化学位移和CCS有良好线性相关性.采用多元线性回归进行准确估计与预测,结果优良.     

Reduced s-d model with antiferromagnetically coupled impurity spins

An antiferromagnetic equivalent-neighbour Heisenberg interaction H_i between impurity spins is added to the reduced s-d Hamiltonian H_r previously introduced by simplifying the Kondo s-d exchange Hamiltonian H_K. Asymptotic mean-field theory is developed for H_r + H_i, in the presence and absence of external magnetic field, and applied to (La_1−xCe_x)Al₂ alloys. Specific heat c_i(T) and zero-field susceptibility χ_i(0,T) curves for (La_1−xCe_x)Al₂ are depicted. The coupling constants of H_r + H_i and conduction bandwidth are adjusted so that T_c temperatures for x = 0.2, 0.1 are equal to the experimental values. c_i(T) exhibits a jump at T_c and is decreasing for T < T_c. χ_i(0,T) has a first order pole at T_c which corresponds to the maximum of experimental susceptibility and χ_i(0,0) > 0. These results improve those obtained earlier on the grounds of H_r theory.     

Interrelations of discrete Painlevé equations through limiting procedures

We study the discrete Painlevé equations associated to the affine Weyl group which can be obtained by the implementation of a special limits of -associated equations. This study is motivated by the existence of two -associated discrete both having a double ternary dependence in their coefficients and which have not been related before. We show here that two equations correspond to two different limits of a -associated discrete Painlevé equation. Applying the same limiting procedures to other -associated equations we obtained several -related equations most of which have not been previously derived.     

The ΔNγ electromagnetic transition form factors GM(q) and GE(q)

A parameter-free, nonperturbative calculation of the ΔNγ electromagnetic transition amplitudes GM*(q2), GE*(q2), and the resonant multipole ratio REM(q2)≡E1+3/2(q2)/M1+3/2(q2) is performed in terms of the well-known nucleon isovector Sachs form factor GMV. Our methods are fully relativistic with conservation of the electromagnetic current guaranteed. We find that GM*(q2) decreases more rapidly than the nucleon dipole form factor when −q21 GeV2/c2 and that REM(q2) remains small even for very high four-momentum transfer implying that the perturbative QCD prediction REM(q2)→1 is purely asymptotic and is valid only for extremely high |q2|.     

Determination of Hansen Solubility Parameters for the Solid Surface of Cellulose Acetate Butyrate by Inverse Gas Chromatography

The specific retention volumes, , for adsorption of 21 solute probes on the solid surface of cellulose acetate butyrate (CAB) were determined in the temperature range 343.15 to 403.15 K by inverse gas chromatography (IGC). The weight fraction activity coefficients, , and Flory–Huggins interaction parameters, , were evaluated using . Both and values decreased with increase of temperature in all the solutes. Further, the values increased with increase of chain length in n-alkanes, but in the case of alcohols the trend was reversed. values were less than 0.5 in polar solutes and greater than 0.5 in 1-alkanes and alcohols. The Hansen solubility parameters (HSP) were calculated by relating with the cohesive energy of adsorption of the solutes on the surface of CAB. The adsorption model proposed by Snyder and Karger was used to determine the HSP for the CAB. The dispersive, , polar, , and hydrogen bonding components of HSP decreased with increase of temperature and the relative error associated with these parameters increased with increase of temperature. The characterization of the solid surface of CAB in terms of the three solubility parameter components was analyzed and is discussed.     

The Shapovalov Determinant for the Poisson Superalgebras

Abstract

Among simple ?-graded Lie superalgebras of polynomial growth, there are several which have no Cartan matrix but, nevertheless, have a quadratic even Casimir element C ₂: these are the Lie superalgebra of vector fields on the (1|6)-dimensional supercircle preserving the contact form, and the series: the finite dimensional Lie superalgebra of special Hamiltonian fields in 2k odd indeterminates, and the Kac–Moody version of . Using C ₂ we compute N. Shapovalov determinant for and , and for the Poisson superalgebras associated with . A. Shapovalov described irreducible finite dimensional representations of and ; we generalize his result for Verma modules: give criteria for irreducibility of the Verma modules over and