一种单目运动像机对点状运动物体的三维定位方法

针对单目运动像机无法确定点状运动物体三维位置的难题,提出了一种求解点状运动物体三维位置的方法,利用直线在其法平面上的投影为点这个特性,将各时刻像机光心与物体位置的连线(以下称观察视线)投影到以运动物体轨迹为法线的平面上,通过迭代使其投影线交于一点,交点对应的直线就是物体的运动轨迹,仅需要取大于等于5个时刻的数据就可以确...     

基于相移的彩色结构光编码三维扫描技术

在物体三维轮廓扫描中,被动式双目立体视觉方法对表面特征不明显的物体难以获取足够的三维信息,针对这一问题,基于双目立体视觉原理,结合主动视觉中结构光投射方法,提出了基于相移的彩色结构光编码方法。该方法将四种颜色按照全排列的相关性质编码产生彩色光栅投射在被测物体表面,依据光栅相位移动增大光栅密度,结合极线约束实现立体匹配,最终获取物体三维数据。结果表明使用该三维扫描技术得到的三维曲面符合原物特征,特别适用于物体三维轮廓的致密测量。     

运动级联型三能级原子双光子过程的熵演化

研究了运动级联型三能级原子与单模场双光子相互作用过程中场(原子)熵的演化特性. 讨论了当运动原子初始处于相干叠加态时,原子运动、场模函数、初始场的平均光子数n对场熵演化的影响. 结果表明：熵演化的周期依赖于原子的运动和场模函数的取值,而初始场的平均光子数n只影响最大和次最小熵值,不改变熵演化的周期. 关键词： 双光子 运动Ξ型三能级原子 熵     

基于一维FFT频谱估计的移动物体速度估计法

提出了时间空间频率混合领域中基于一维FFT频谱估计的移动物体速度估计方法。结合移动物体的抽出,把具有两个移动物体的序列图像分离为分别包含一个移动物体的两个序列图像,当再次进行速度估计时会大大减少背景及噪声对速度估计结果的影响,可提高速度估计的精度。     

基于关键帧的核密度估计背景建模方法

在充分研究现有运动目标检测算法的基础上,提出了一种新的非参数核密度估计背景模型。应用高斯核密度估计进行背景建模,不需要事先假定背景特征的密度分布,根据视频序列像素灰度的相似性原理从训练样本中提取关键帧,减小了密度估计的样本量。将剩余的灰度值按距离最近原则归并到关键帧中去,降低目标检测的虚警率和误检率。实验结果表明:该算法在检测精度影响极小的情况下,大大提高了原算法的速度,可用于室外的实时视频监控系统。     

Moving Cracks in Composite Materials with Initial Stresses

The dynamic problems of fracture mechanics for composite materials with initial stresses are considered in the case of cracks moving at a constant rate along a straight line. In the continuum approximation, composite materials are modeled by orthotropic nonlinearly elastic bodies with an arbitrary form of the elastic potential. A three-dimensional linearized theory of elasticity is used. The complex potentials of plane and antiplane problems of the linearized theory are used for dynamic problems. Exact solutions for Modes I, II, and III in the case of moving cracks are obtained using the Keldysh-Sedov methods. Asymptotic formulas for stresses and displacements near the crack tip for Modes I, II, and III are presented. The basic mechanical effects are analyzed with respect to the problems considered.     

含高浓度悬浮固粒运动射流稳定性研究

首先用连续介质耦合模型推导出含高浓度悬浮固粒运动射流的空间稳定性方程,然后借助渐进分析法和欧拉守恒差分格式,用有限差分数值解法得到不同流向位置、流场雷诺数、固粒属性和喷射装置运动速度时流场的稳定性特征曲线,说明喷射装置的反向运动使不稳定扰动频率范围扩大,正向运动则相反。固粒抑制流场的不稳定性,随着固粒等效斯托克斯数的减小,这种效应增强。这些结论,对于两相运动射流发展的认识有重要意义。     

A Study on CFL Conditions for the DG Solution of Conservation Laws on Adaptive Moving Meshes

The selection of time step plays a crucial role in improving stability and efficiency in the Discontinuous Galerkin (DG) solution of hyperbolic conservation laws on adaptive moving meshes that typically employs explicit stepping. A commonly used selection of time step is a direct extension based on Courant-Friedrichs-Levy (CFL) conditions established for fixed and uniform meshes. In this work, we provide a mathematical justification for those time step selection strategies used in practical adaptive DG computations. A stability analysis is presented for a moving mesh DG method for linear scalar conservation laws. Based on the analysis, a new selection strategy of the time step is proposed, which takes into consideration the coupling of the $α$-function (that is related to the eigenvalues of the Jacobian matrix of the flux and the mesh movement velocity) and the heights of the mesh elements. The analysis also suggests several stable combinations of the choices of the $α$-function in the numerical scheme and in the time step selection. Numerical results obtained with a moving mesh DG method for Burgers' and Euler equations are presented. For comparison purpose, numerical results obtained with an error-based time step-size selection strategy are also given.     

动边值问题的混合元方法和数值分析

油气运移、聚集史软件的功能是重建盆地发育中油气资源运移、聚集的历史。其数学模型是一组非线性耦合偏微分方程组的动边值问题。本文对二维、有界区域的一般情况，提出一类特征混合元逼近并得到了逼近解的最佳Ｌ＾２模误差估计。