实现应变率为105~106 s-1的阻抗梯度飞片复杂加载波形计算分析

为了在气炮上实现应变率为105~106 s-1的复杂加载技术研究,采用自行研制的拉格朗日程序MLEP(multi-material Lagrangian elastic-plastic)对Al-Cu-W材料体系的阻抗梯度飞片复杂加载不锈钢靶板进行数值模拟,计算设计并分析了阻抗梯度飞片的厚度和密度分布指数对靶板压力、速度和应变率峰值等波形的影响。结果表明:密度指数分布越大,加载时间越短,加载后期的压力、速度和应变率峰值曲线更陡峭;同时, 为了避免靶板/LiF窗口界面反射的稀疏波早于阻抗梯度飞片后界面反射的稀疏波达到碰撞面位置,计算设计中还考虑了飞片厚度的影响。此外,对基于理论设计的阻抗梯度飞片进行了动态考核实验,实验结果基本反映了预期的设计,为材料强度的测量奠定了基础。     

基于法布里-珀罗干涉仪的液体浓度实时检测系统的研究

设计了一种对透明液体浓度进行高精度测量的动态跟踪系统。该系统根据液体的浓度与折射率关系以及折射率与光纤法布里珀罗(F-P)干涉仪干涉光波波长、级次之间关系,通过测量法布里珀罗干涉仪干涉级次的变化量,获得液体浓度的变化量。系统中光源选用He-Ne激光器,波长为632.8 nm,输出功率为2 mW,法布里珀罗干涉腔反射面的反射系数为0.9~0.95,平行度为(1/10~1/20)光波波长,平面度为(1/20~1/100)光波波长,接收干涉条纹的器件采用电荷耦合器件(CCD),对电荷耦合器件输出的信号进行二值化处理时采用阈值浮动措施,消除光强波动带来的测量误差。通过对一组不同浓度酒精进行测量,该系统可识别出0.01?的浓度变化。     

分级实验中限制性开放的探索与实践

分级物理实验中限制性开放能够提高学生科研素质,激发学生的学习热情,促进综合职业能力。我校采用了物理实验分级教学和分级实验中限制性开放等手段,取得了良好的效果。     

On Appell Sets and the Fueter-Sce Mapping

It is proved in Clifford algebras generated by an odd number of basis vectors e ₁, ... , e _n , that the recently discussed Appell polynomials in Clifford algebras are the Fueter-Sce extension of the complex monomials z ^k . Furthermore, it is shown, for which complex functions the Fueter-Sce extension and the extension method using Appell polynomials coincide.      

Travelling wave solutions to Stokes’ problem for a fourth grade fluid

A non-linear partial differential equation modelling the flow of a fourth-grade fluid is derived. Both analytical and numerical travelling wave solutions admitted by the model equation are obtained.     

Quantum Chemical Studies on Structure and Detonation Performance of Bis(2,2-dinitropropyl ethylene)formal

Based on the full optimized molecular geometric structures via B3LYP/6-311+G(2d,p) method, a new gem-dinitro energetic plasticizer, bis(2,2-dinitropropyl ethylene)formal was investigated in order to search for high-performance energetic material. IR spectrum, heat of formation, and detonation performances were predicted. The bond dissociation energies and bond orders for the weakest bonds were analyzed to investigate the thermal stability of the title compound. The results show that the four N-NO₂ BDEs are nearly equal to the values of 164.38 kJ/mol, which shows that the title compound is a stable compound. The detonation velocity and pressure were evaluated by using Kamlet-Jacobs equations basedon the theoretical density and condensed HOF. The crystal structure obtained by molec-ular mechanics belongs to P2₁ space group, with lattice parameters Z=2, a=13.8017 ?, b=13.4072 ?, c=5.5635 ?.     

Effect of Nonlinear Convection on Stratified Flow of Third Grade Fluid with Revised Fourier-Fick Relations

Here thermal dependence conductivity and nonlinear convection features in third-grade liquid flow bounded by moving surface having varying thickness are formulated. Stagnation point flow is considered. Revised FourierFick relations and double stratification phenomena are utilized for modeling energy and concentration expressions. Mathematical model of considered physical problem is achieved by implementing the idea of boundary layer theory. The acquired partial differential system is transformed into ordinary ones by employing relevant variables. The homotopic scheme yield convergent solutions of governing nonlinear expressions. Graphs are constructed for distinct values of physical constraints to elaborate the heat/mass transportation mechanisms.     

制度落差与中国跨国企业海外进入模式关系研究

本文分析了制度落差与中国企业海外市场进入模式之间的关系,着重对比了制度顺差与制度逆差情况下,制度差异对企业海外进入模式决策的影响。研究发现,在正式制度顺差的情况下,东道国与母国间正式制度差异越大,企业越倾向于选择以合资形式建立子公司;在正式制度逆差情况下,东道国与母国间正式制度差异越大,企业越倾向于选择以全资形式建立子公司。同时发现,正式制度落差并不影响非正式制度对进入模式的影响方向,即随着母国与东道国非正式制度差异的增大,企业更倾向于以全资形式建立子公司。     

Normal stress effects in the gravity driven flow of granular materials

In this paper, we study the fully developed gravity-driven flow of granular materials between two inclined plates. We assume that the granular materials can be represented by a modified form of the second grade fluid where the viscosity depends on the shear rate and volume fraction and the normal stress coefficients depend on the volume fraction. We also propose a new isotropic (spherical) part of the stress tensor which can be related to the compactness of the (rigid) particles. This new term ensures that the rigid solid particles cannot be compacted beyond a point, namely when the volume fraction has reached the critical/maximum packing value. The numerical results indicate that the newly proposed stress tensor has obvious and physically meaningful effects on both the velocity and the volume fraction fields.