190区超形变核中转动带的组态结构

通过系统研究A～190区超形变核中转动带的转动惯量、角动量顺排、旋称分裂随转动频率的变化规律, 结合我们用处理对力的粒子数守恒方法的计算结果, 对A～190区所有转动带的组态结构给出了一个整体的描述. 绝大多数超形变带都建立在强耦合轨道上, 例如中子[512]5/2, [624]9/2. 少数超形变带则建立在高j闯入轨道上, 即中子[761]3/2, [752]5/2. 根据我们提出的组态结构所进行的理论计算结果表明, A～190区所有转动带的一般行为、反常变化和带交叉都得到了满意的解释.     

Averaged topological equations for dispersed two-phase flows

A general relationship between the volume fraction and the specific interfacial area for averaged dispersed two-phase flows is proposed. This relationship, expressed as a basic set of two scalar evolution equations and two vectorial non-uniformity state equations, is an analytical result obtained by a systematic approach using the derivatives of some generalized functions and a local volume-averaging technique. The proposed set of equations was expressed for measurable macroscopic parameters of the system and has the same generality as the averaged transport equations of two-phase flows. By combination of the basic set of equations, called the averaged topological equations (ATEs), second-order ATEs for the volume fraction were found. The second-order ATEs were expressed both by a Lagrangian formulation and by a Eulerian formulation. The importance and physical meaning of the ATEs developed in this study were clarified within the framework of the theory of kinematic waves.     

甲醇与蓖麻油混合物运动粘度的实验研究

利用改型的乌别洛特毛细管粘度计,本文对243～353K温度范围内对质量配比为98.8:1.2的甲醇与蓖麻油混合物的运动粘度进行了实验研究,运动粘度测量结果的不确定度为1.06%,利用得到的实验数据拟合了甲醇 蓖麻油二元混合物的运动粘度方程.方程与实验数据最大偏差为3.31%,平均偏差为1.11%.     

Analysis of the Temperature and Composition Dependence of Viscosimetric Properties of 2-Butanone <Emphasis Type="Bold">+</Emphasis> 2-Butanol Solvent Mixtures

Kinematic viscosities were measured for 2-butanone + 2-butanol binary liquid mixtures with a capillary Ubbelohde routine viscometer in the temperature range from 273.15 to 353.15 K at atmospheric pressure, and covering the whole miscibility field (0x_i1). Experimental data have been correlated by means of different empirical or semiempirical relationships, such as =(T), =(x_i), and =(T, x_i). Viscosity deviations, , from ideal behavior are negative at all experimental conditions, confirming that structure breaking effects prevail in the liquids. Furthermore, the thermodynamics of viscous flow and excess Gibbs energy of activation of viscous flow, G*^E, have been calculated. As an alternative and complementary approach to such investigations, the fluidity () of this binary system has been analyzed by the modified—Batschinski theory. The results are discussed in terms of the specific molecular interactions between the mixture components.     

SDBS对氧化铜纳米颗粒悬浮液粘度的影响

由氧化铜纳米颗粒、分散剂和水组成的悬浮液粘度是研究其流动与换热的重要基础数据。本文通过实验得出分散剂是影响纳米悬浮液粘度的决定性因素这一结论。研究表明,本文采用的纯分散剂溶液即十二烷基苯磺酸钠(SDBS)水溶液的粘度对温度变化很敏感,氧化铜纳米颗粒质量分数的增加对粘度的影响并不明显,而分散剂浓度对粘度的影响远远超过纳米颗粒质量分数对粘度的影响。     

柴油高压物理特性的研究

 柴油物理特性是模拟计算高压燃油喷射系统的基础。针对柴油的密度、体弹性模量和运动粘度等进行了试验研究，在其基础上得出了柴油密度、弹性模量和运动粘度随压力和温度变化的经验公式，能较好地把柴油的密度、弹性模量和声速统一起来，与试验的误差小于3%，相关系数大于0.998，能满足高精度燃油喷射系统仿真的精度要求。     

Quantum Hall Quantized Cyclotron Entrance Channels

Quantum Hall plateaus are entered via quantized cyclotron (QC) cloud-chamber orbits that have Landau-level (LL) energies and uniquely-defined angular momenta. The conservation of angular momentum in the quantum Hall system requires both canonical and magnetic angular momentum components, which add together to form the invariant kinematic angular momentum. The only LL radial eigenfunctions that satisfy the conservation-law requirements of the QC to LL transition are the u _n,l eigenstates u _n,2n+1, where n = 0, 1, 2, .... These same eigenstates uniquely have the correct scaled sizes to tile the observed families of = 1/(2n + 1) Hall plateaus. Quantum Hall plateau formation is a direct consequence of this tiling.     

线性空间偶的运动公式

本文研究了线性空间偶的运动公式．利用活动标架法．在获得相交线性空间偶的运动密度公式的基础上，得到一系列有关相交线性空间偶的运动公式．     

常曲率平面上一域包含另一域的充分条件

本文研究了常曲率平面X^κ中一域包含另一域的包含问题.利用积分几何中包含测度理论及对称等周亏格,得到了X^κ中一域包含另一域的充分条件,并给出X^κ中等周不等式的一个简化证明.     

Galileo系统动态滤波的研究

提出一种Galileo动态定位滤波的方法。该方法从Galileo系统接收机输出的定位结果入手，将各种误差因素的影响等效为一个总误差，对Galileo系统接收机的机动载体加速度采用当前统计模型，利用线性卡尔曼滤波器进行动态定位数据的处理，并将次优加权自适应卡尔曼滤波算法应用到Galileo系统动态定位中。该模型简单，实时性好，滤波后定位精度得到提高。