利用光的干涉测钢丝杨氏弹性模量的方法

通过测定空气劈尖的光的干涉条纹间距,确定钢丝的微小伸长量,根据测量结果计算钢丝的杨氏弹性模量。     

0.35 μm激光驱动冲击波的实验测量

 采用波长为0.35 μm的高功率激光脉冲聚焦辐照楔形铝靶,用光学条纹相机观测靶背面冲击波加热发光的特性。并对冲击波压力的定标关系和楔形样品冲击波速度的计算方法进行了介绍,对实验结果进行了简要的分析。结果表明：实验测量的冲击压力与定标公式的结果较为接近。     

Optimal Fiber-Mesh Layout for a Composite Anisotropic Elastic Wedge

We consider a homogeneous orthotropic elastic wedge in plane stress loaded by a concentrated force at the apex. The orthotropic material is conceived of to be formed by a matrix reinforced by a triangular net of elastic fibers, so that the fiber size and the net shape determine the average elastic moduli of the composite material. It is found that maintaining fixed the amount of material used for the reinforcement, there exists a particular fiber disposal which maximizes the stiffness of the wedge. The optimal disposal is different-in-type for diverse opening-angles of the wedge. This revised version was published online in July 2006 with corrections to the Cover Date.     

Analysis of an Anisotropic Finite Wedge under Antiplane Deformation

The antiplane deformation of an anisotropic wedge with finite radius is considered in this paper within the classical linear theory of elasticity. The traction-free condition is imposed on the circular segment of the wedge. Three different cases of boundary conditions on the radial edges are considered, which are: traction-displacement, displacement-displacement and traction-traction. The solution to the governing differential equation of the problem is accomplished in the complex plane by relating the displacement field to a complex function. Several complex transformations are defined on this complex function and its first and second derivatives to formulate the problem in each of the three cases of the problem corresponding to the radial boundary conditions, separately. These transformations are then related to integral transforms which are complex analogies to the standard finite Mellin transforms of the first and second kinds. Closed form expressions are obtained for the displacement and stress fields in the entire domain. In all cases, explicit expressions for the strength of singularity are derived. These expressions show the dependence of the order of stress singularity on the wedge angle and material constants. In the displacement-displacement case, depending upon the applied displacement, a new type of stress singularity has been observed at the wedge apex. This revised version was published online in August 2006 with corrections to the Cover Date.     

Flow and atomization characteristics of a twin-fluid nozzle with internal swirling and self-priming effects

A twin-fluid nozzle was proposed for low-pressure atomization. The nozzle is featured by swirling air flows in the mixing chamber. Liquid medium is thereby inhaled due to the pressure difference. An experimental work was performed to investigate the atomization performance of the nozzle and the hydrogen peroxide solution served as the liquid medium. Droplet size and droplet velocity were measured. Effects of the diameter of the air-injection orifice and the air-injection pressure were investigated. The results show that small droplet size is achieved with the proposed nozzle. As the spray develops, Sauter mean diameter (SMD) of the droplets decreases first and then increases, irrespective of the variation of the air-injection orifice diameter and the air-injection pressure. Overall SMD varies inversely with the air-injection orifice diameter and air-injection pressure. Near the nozzle, cross-sectional velocity distribution exhibits a peak-valley pattern, which is replaced with uniformized velocity distributions away from the nozzle. Similarity of cross-sectional radial velocity distribution at different air pressures is evidenced. Furthermore, the correlation between droplet size and droplet velocity is established.     

Scattering of acoustic waves from a point source over an impedance wedge

In this work we study diffraction of a spherical acoustic wave due to a point source, by an impedance wedge In the exterior of the wedge the acoustic pressure satisfies the stationary wave (Helmholtz) equation and classical impedance boundary conditions on two faces of the wedge, as well as Meixner’s condition at the edge and the radiation conditions at infinity. Solution of the boundary value problem is represented by a Weyl type integral and its asymptotic behavior is discussed. On this way, we derive various components in the far field interpreting them accordingly and discussing their physical meaning.     

基于能带结构的布里渊区非均匀四面体网格生成技术

基于非局域赝势能带计算及四面体网格单元中能量满足线性关系,提出一种布里渊区非均匀四面体网格产生方法,在满足精度条件下能自动得出数目最少的四面体网格,使布里渊区积分计算的精度和效率大为提高．通过对硅、锗两种金刚石结构半导体简约布里渊区所产生网格的比较,表明该方法可以根据能带结构的特点自动生成优化的非均匀网格．对现有的态密度四面体计算公式进行了补充完善,并根据生成的网格和完善后的公式计算了硅和锗导带第一、二能带的态密度．     

离心压气机内部非定常流场的数值模拟

应用NUMECA软件对跨声速离心压气机级动静叶相互干涉形成的三维非定常粘性流场进行了数值模拟,给出了不同时刻叶片表面压力系数的变化曲线,不同时刻不同流向位置截面上速度沿流道宽度方向分布的变化曲线.模拟结果表明压力场和速度场的非定常特性主要表现在叶轮出口、径向间隙以及整个扩压器内.压力面上的非定常现象较吸力面上显著.     

Stochastic approaches to uncertainty quantification in CFD simulations

This paper discusses two stochastic approaches to computing the propagation of uncertainty in numerical simulations: polynomial chaos and stochastic collocation. Chebyshev polynomials are used in both cases for the conventional, deterministic portion of the discretization in physical space. For the stochastic parameters, polynomial chaos utilizes a Galerkin approximation based upon expansions in Hermite polynomials, whereas stochastic collocation rests upon a novel transformation between the stochastic space and an artificial space. In our present implementation of stochastic collocation, Legendre interpolating polynomials are employed. These methods are discussed in the specific context of a quasi-one-dimensional nozzle flow with uncertainty in inlet conditions and nozzle shape. It is shown that both stochastic approaches efficiently handle uncertainty propagation. Furthermore, these approaches enable computation of statistical moments of arbitrary order in a much more effective way than other usual techniques such as the Monte Carlo simulation or perturbation methods. The numerical results indicate that the stochastic collocation method is substantially more efficient than the full Galerkin, polynomial chaos method. Moreover, the stochastic collocation method extends readily to highly nonlinear equations. An important application is to the stochastic Riemann problem, which is of particular interest for spectral discontinuous Galerkin methods.     

A numerical simulation on diffuser‐nozzle based piezoelectric micropumps with two different numerical models

This study has been conducted to compare two different numerical models for the evaluation of the performance characteristics of a diffuser‐nozzle based piezoelectric micropump. Here, the transient displacements of the membrane and the flow characteristics in the piezoelectric micropump have been closely investigated with the FSI model and the prescribed deformation model for two different frequencies. It has been found that the behaviour of the membrane computed with the FSI model is not in accordance with that with the prescribed deformation model, and that the net flow rate with the FSI model is larger than that with the prescribed deformation model. Therefore, the choice of numerical model is very important in conducting numerical analysis for piezoelectric micropumps. The results of this study can be utilized as basic data for the design and analysis of piezoelectric micropumps. Copyright © 2006 John Wiley & Sons, Ltd.