Effects of grid size on predictions of bed expansion in bubbling fluidized beds of Geldart B particles: A generalized rule for a grid-independent solution of TFM simulations

Numerical simulations of gas–solid fluidized beds based on the kinetic theory of granular flow exhibit a significant dependence on domain discretization. Bubble formation, bubble size and shape all vary greatly with the discretization, and the use of an inappropriate scale resolution leads to inaccurate predictions of fluidization hydrodynamics. In this study, grid-independent solutions of the two fluid model were examined by comparing the bed expansions obtained from numerical simulations with experimental results and empirical predictions, based on bubbling fluidized beds of Geldart B particles. Grid independence was achieved with a grid resolution equal to 18 times the particle diameter. The simulation results were compared with previously published data for verification purposes. The results of this work should provide a guideline for choosing the appropriate grid size and thereby minimize the time and expense associated with large simulations.     

钻石切工溯源方法的研究

首先加工了一套仿钻石样品,通过送检到可溯源到国家基准的计量检定部门测试,用其测试结果验证比例仪的结果可靠性,达到间接溯源的目的.并对测试结果的不确定度进行详细计算.实验表明该方法简便可行,成本也较低.进而形成了一种用于钻石切工溯源的方法,并制定了标准指导溯源工作.使钻石切工分级真正统一到国家基标准.     

巡天光谱中拼接异常光谱的自动检测和异常分级方法

拼接异常是光谱在红蓝两端拼接区域表现出的光谱连续性差的一种现象。在LAMOST的光谱处理中,仪器的稳定性、观测条件以及获得的响应函数等问题都是造成拼接异常的原因。光谱拼接是否正常对于光谱发布等后续工作的质量有重要影响。提出一种拼接异常光谱的自动检测方法,有效地提高了工作效率。该研究可以为LAMOST数据提供一个自动的标记,来评价拼接质量,也可以为用户提供一个使用数据时的选择。该方法首先将待测光谱进行流量归一化、去除钠线等预处理,并将其分为红蓝两端;然后对红蓝两端分别进行拟合;最后对两条拟合曲线,选取一系列等波长间隔的点,计算在这些点处的流量差值,得到所有流量差值的均值,标准差,并且计算两条曲线积分面积的差值;基于上述统计量,提出了一个判断光谱是否异常及其异常程度的评价函数。大量的实验证明,该方法具有良好的拼接异常光谱检测效果。     

渐变带隙氢化非晶硅锗薄膜太阳能电池的优化设计

利用一维微电子-光电子结构分析软件(AMPS-1D)在AM1.5G(100 mW/cm2)、室温条件下模拟和比较了有、无渐变带隙氢化非晶硅锗(a-SiGe:H)薄膜太阳能电池的各项性能.计算结果表明:渐变带隙结构电池具有较高的开路电压(V oc)和较好的填充因子(FF),转换效率(E ff)比非渐变带隙电池提高了0.477%.研究了氢化非晶硅(a-Si:H)、氢化非晶碳化硅(a-SiC:H)和氢化纳米晶硅(nc-Si:H)三种不同材料的窗口层对a-SiGe:H薄膜太阳能电池性能的影响.结果显示:在以nc-Si:H为窗口层的电池能带中,费米能级E F已经进入价带,使得窗口层电导率及电池开路电压有所提高,又由于ITO与p-nc-Si:H的接触势垒较低,使得接触处的电场降低,更有利于载流子的收集.另一方面,窗口层与a-SiGe:H薄膜之间存在较大的带隙差,在p/i界面由于能带补偿作用形成了价带势垒(带阶)?E v,阻碍了空穴的迁移,因此我们在p/i界面引入缓冲层,使得能带补偿作用得到释放,更有利于空穴的迁移和收集,得到优化后单结渐变带隙a-SiGe:H薄膜结构太阳能电池的转换效率达到了9.104%.     

碎片超高速撞击防护结构粒子场三维重构

为模拟空间碎片超高速撞击航天器防护结构表面材料喷射/溅射粒子场演化过程,并获取粒子场相关物理信息,基于粒子场同轴激光全息图像开展了碎片撞击过程的三维重构技术研究.首先对全息图像进行边缘剪切和缩放,将其划分为分辨率300×300左右的子图像以便于进行网格剖分;对于粒子堆叠区域子图像,采用基于三角化的网格剖分算法;剖分后形成的单一粒子采用Sobel算子提取其二维轮廓,然后将其投影到特定的三维空间形成三维形体;基于MAXScript语言实现了粒子场演化过程模拟.重构结果表明,无论是粒子场静态三维重构结果还是其演化过程均与撞击试验全息图像吻合较好,从而验证了该重构技术的有效性,为研究空间碎片对航天器防护结构的损伤效应提供了一种新的思路.     

A numerical analysis of flat internal cracks under mixed mode loading

A numerical/analytical approach is proposed to determine the stress intensity factors K_I, K_II, and K_III of a 3D internal crack. The main point of this approach is the meshing technique that can model very sharp crack fronts. The meshing technique is based on an elliptical coordinate transformation that starts from a circular crack. It allows the obtainment of a curved crack front with elements normal to the crack front. Remarkable accuracy can be obtained for elliptical crack fronts with axes ratio smaller that 0.01. Accuracy demonstration is provided for cylindrical element with an inclined internal crack subjected to uni-axial tension. This case corresponds to crack propagation for all three modes of loading, the solution of which can checked with references’ results.     

Numerical solution of the Klein–Gordon equation via He’s variational iteration method

In this paper, we present the solution of the Klein--Gordon equation. Klein--Gordon equation is the relativistic version of the Schrödinger equation, which is used to describe spinless particles. The He’s variational iteration method (VIM) is implemented to give approximate and analytical solutions for this equation. The variational iteration method is based on the incorporation of a general Lagrange multiplier in the construction of correction functional for the equation. Application of variational iteration technique to this problem shows rapid convergence of the sequence constructed by this method to the exact solution. Moreover, this technique reduces the volume of calculations by avoiding discretization of the variables, linearization or small perturbations.     

基于局部波形法的六面体自动分割网格法研究

三维有限元法是求解复杂工程问题所需的数值模拟方法．用有限元法进行数值模拟时．首先要建立被离散化的有限元网格模型．但是，许多工程问题的构造和形状非常复杂，为此分割有限元网格的难度也很大．此外，分割网格是否合理，直接影响有限元计算的精度．现有的各种有限元商用软件提供了很好的自动网格分割系统．但是，由于用六面体单元对复杂形状进行自动网格划分是非常困难。而目前为止还是用手来完成复杂的工作，所以六面体单元的自动网格划分和网格自适应性还未充分应用在实际工程之中．对任意复杂形状的物体进行分割网格时仍存在一些问题．本研究将介绍生成或已有的规则六面单元改变成形状复杂并合适的六面体单元的一种新的方法，即基于阻尼波形传播理论的方法．结果表明，只要把复杂外部形状按波的形式传输给指定的规则六面体单元模型，就可得有效的六面体单元的网格模型．     

The layer-resolving transformation and mesh generation for quasilinear singular perturbation problems

The relationship is analyzed between layer-resolving transformations and mesh-generating functions for numerical solution of singularly perturbed boundary-value problems. The analysis is carried out for one-dimensional quasilinear problems without turning points, which are discretized by first-order finite-difference schemes. It is proved that if a general layer-resolving function is used to generate the discretization mesh, then the numerical solution converges uniformly in the perturbation parameter.