Analytical expression for distant retrograde orbits around a small natural satellite

An analytical expression for distant retrograde orbits (DROs) is obtained in this study. Owing to the fact that a planar DRO is a closed orbit and can be expressed as an approximately elliptical orbit, respective geometries and periods of DROs are analytically calculated. A switching point, where various properties of planar DROs change abruptly with an increase in the orbital radius, is determined. The Mars–Deimos system is taken as a case study in this work. The proposed method can be applied to cases where the Hill’s approximation of the restricted three-body problem is valid. Numerical calculations are performed to validate the proposed method.     

象征型拟微分算子的L~2－有界性

证明了象征型拟微分算子的一个Ｌ２有界性定理，其中象征ａ（ｘ，ξ）关于ｘ的正则性条件被进一步减弱了。在某种意义下，该结果给出了定理Ａ与定理Ｂ之间的联系。     

Geometry and size optimization of stiffener layout for three-dimensional box structures with maximization of natural frequencies

Based on the growth mechanism of natural biological branching systems and inspiration from the morphology of plant root tips, a bionic design method called Improved Adaptive Growth Method (IAGM) has been proposed in the authors’ previous research and successfully applied to the reinforcement optimization of three-dimensional box structures with respect to natural frequencies. However, as a kind of ground structure methods, the final layout patterns of stiffeners obtained by using the IAGM are highly subjected to their ground structures, which restricts the optimization effect and freedom to further improve the dynamic performance of structures. To solve this problem, a novel post-processing geometry and size optimization approach is proposed in this article. This method takes the former layout optimization result as start, and iteratively finds the optimal layout angles, locations, and lengths of stiffeners with a few design variables by optimizing the positions of some specific node lines called active node lines. At the same time, thicknesses of stiffeners are also optimized to further improve natural frequencies of three-dimensional box structures. Using this method, stiffeners can be successfully separated from their ground structures and further effectively improve natural frequencies of three-dimensional box structures with less material consumption. Typical numerical examples are illustrated to validate the effectiveness and advantages of the suggested method.     

涡轮机匣热辐射-对流耦合换热特性数值计算与实验测试

开展了整环机匣的热辐射-对流耦合计算,获得了综合传热系数拟合关系式,并进行了实验测试验证。研究发现：封闭腔内,热辐射的存在大幅强化了壁面换热,辐射热流占总换热量比值可达90%以上。在3层机匣结构中,当发射率在0.3~0.8变化时,机匣沿径向方向上的温度梯度减小,主流区域的对流换热得到加强,半封闭区域对流强度降低。发射率为0.8时,外机匣流体侧壁面的辐射热流占总换热量的33.3%。     

论展示环境的色彩设计

色彩是展示设计的重要组成部分,是创造展示环境气氛不可缺少的表现形式之一。本文从色彩的特性与色彩构成的艺术角度,对展示设计各方面的色彩搭配进行探讨。     

基于颜色识别的自由飞行空间机器人姿态实时跟踪方法

自由飞行空间机器人是当前智能机器人研究中很活跃的领域，为了研究机器人在自由飞行状态下的运动控制及姿态规划问题，我们设计了地面实验平台，该系统的视觉部分主要完成机器人姿态跟踪及捕获目标的识别定位，为了达到实时跟踪的目的我们采用了基于颜色的识别定位方案。这种方法计算简单，快速，且易于实现。     

基于MPI的大规模变量结构优化技术研究

针对大规模变量结构优化问题,研究了基于虚载荷法的位移敏度求解理论,提出了惩罚函数随优化迭代次数自适应变化的二次扩展内罚函数法,并结合牛顿法作为优化算法.采用MPI并行技术实现了敏度求解的局部并行计算,解决了大规模变量结构优化技术中的规模和效率问题.采用FORTRAN语言在HAJIF2013系统上对上述方法编程实现,实例表明,优化方法能够快速、稳定收敛到最优解,以及基于虚载荷法的位移敏度解析求解理论的高效性和准确性.     

基于混合集合规划的机位分配约束规划模型

为解决现有数学规划方法只能简单描述停机位分配问题而且不能全局搜索最优解的问题,应用混合集合规划方法进行数据建模和逻辑建模,并设计切实可行的求解策略,从而实现全局搜索最优解。对典型实例进行了计算及对比分析,混合集合规划方法能够得出全局最优解,并且最优分配结果的优化目标提升了2%。结果表明,基于混合集合规划的约束规划模型有效可行。     

重庆都市经济圈土壤Cd元素含量分布特征与评价

通过重庆都市经济圈网格化深浅层土壤及评价样品的调查分析,阐述重金属Cd区域上的分布现状,并绘制土壤Cd元素环境质量分级图.研究区浅层土壤Cd背景平均值0.27μg/g,深层0.13μg/g.根据《土壤环境质量标准》对区内土壤进行统计分类,区内浅层土壤Cd元素Ⅱ类土及以上土类面积为83.97%.土壤Cd高含量值主要分布在金刀峡镇北、含谷—白市驿、木耳—王家和玉峰山镇等区域.含谷—白市驿、木耳—王家、西彭北等区域的高Cd含量受人类活动影响比较明显,其中含谷—白市驿区Cd主要来源于生活垃圾、排污底泥和降尘,而金刀峡镇北的高Cd含量属自然背景变化的范畴.