Numerical investigation on heat transfer characterization of liquid lithium metal in pipe

Liquid Li metal is a promising nuclear reactor coolant; however, relevant research regarding its heat transfer characteristics remains insufficient. In this study, a steady-state two-dimensional mathematical model is established to describe the heat transfer process of liquid Li in a straight pipe. A numerical analysis is conducted to investigate the effects of inlet velocity, inlet temperature, and wall heat flux on heat transfer in liquid Li. The results indicate the advantage of using liquid Li for improving heat transfer at high inlet temperatures (> 1000 K) compared with using liquid sodium and lead–bismuth eutectic. Considering the mechanism of the outlet radial heat flow model, the ratio of turbulent to molecular diffusion coefficients presents a parabolic distribution along the radius of the pipe. Increasing the inlet velocity, decreasing the inlet temperature, and decreasing the wall heat flux can effectively weaken the dominant role of molecular heat transfer owing to the low Prandtl number of liquid Li. The heat transfer of liquid Li is investigated comprehensively in this study, and the results provide a basis for the practical application of liquid Li as a promising coolant.     

机载激光武器及其关键技术

 机载激光武器作为一种新概念武器受到各军事强国的关注。介绍了机载激光武器系统组成、工作原理和特点，分析了机载激光武器系统的作战应用；提出了机载激光武器系统的关键技术及其应用中需要解决的技术问题。     

The landing zone – Ground for model transfer in chemistry

This essay proposes a new notion - the landing zone - in order to identify conceptual features that allow modelers to transfer mathematical tools across disciplinary borders. This discussion refers to the transferable models as ‘templates’. Templates are functions, equations, or computational methods that are capable of being generalized from a particular subject matter. There are formal and conceptual prerequisites for the transfer of a template to a new domain. A landing zone is an ontology that contributes to the satisfaction of these conditions for successful transfer. This paper presents a case study on a model in chemistry - the Quantum Theory of Atoms in Molecules (QTAIM) - that makes use of transferred templates from physics - the virial theorem and the wave function. The landing zone in this case is a new ontological notion, that of the topological atom, which prepares ground for the use of the virial theorem and the wave function in chemistry. The virial theorem requires that there exists in-principle stability to the system that it represents, and the wave function requires transformation in its representation that is justified. The ontology of QTAIM - the landing zone for these templates - grounds the scientific use of these templates in the context of chemistry.     

一个典型弹性梁方程涉及第一特征值的正解

运用锥理论和不动点指数方法,在与相应的线性算子第一特征值有关的条件下,获得了一个典型弹性梁方程正解的存在性,改进了相关文献的结论.     

R型半胱氨酸体系电荷转移百分数的理论计算

采用密度泛函理论中的CAM-B3LYP方法, 在6-31G(d)基组水平上优化气相条件下R型半胱氨酸(R-Cys)分子的几何构型, 理论研究电子激发过程中R-Cys体系片段间的电荷转移特征, 并基于弛豫与非弛豫激发态密度计算片段间的电荷转移百分数. 结果表明: 对于SH片段, S0到S3的电荷转移百分数为57.96%； 对于COOH片段, S0到S1~S5各激发态的电荷转移百分数均为负值, 二者电荷转移的定性结果一致； 对于NH2片段, S0到S1和S4的电荷转移百分数分别为6.98%和31.45%.     

基于改进多目标遗传算法的连铸二冷过程优化

采用一种改进的多目标遗传算法对二冷工艺进行优化.改进的多目标遗传算法应用概率法选取选择算子，根据适应度值来动态计算交叉和变异概率，能够得到更好的全局最优解，提高算法精度和整体性能.在基于凝固传热模型的二冷优化过程中，采用变间距差分法离散求解传热方程，对比粒子群算法、多目标遗传算法，改进的多目标遗传算法搜索效率高，得到的价值函数最小.在实际生产中，采用优化后的二冷工艺，使得总用水量减少约10%，提高了铸坯质量，达到了节能降耗的要求.     

辅助离子束对孪生磁场中频反应溅射等离子体特性的影响

 在自行研制的离子束辅助孪生磁场中频反应溅射设备中制备光学氧化钛薄膜，利用郎缪尔静电探针研究等离子特性变化，同时测定基片表面的伏安（I-V）特性。结果表明，随离子束功率密度不断提高，等离子体电子密度不断增加，悬浮负电位绝对值减小，溅射阴极电压下降；基片表面经历从富电子向富阳离子转变，基片正电位不断提高；辅助离子束为109 W时，基片表面处于电中性等离子体平衡态。     

螺栓连接大变形梁非线性振动特性的实验研究

柔性机械臂、大型可展开天线等机械结构的动作精度受运动过程中大变形几何非线性和连接处接触非线性的影响十分显著。以含螺栓连接结构的大变形梁作为研究对象，针对动力学建模和振动特性开展了实验研究，通过数值计算验证了实验发现的非线性振动特性。搭建了含螺栓连接柔性大变形梁的实验台架，开展了敲击和正弦激振的实验测试。实验结果表明，螺栓连接的柔性梁较连续梁的（无螺栓连接）模态频率降低，阻尼增加，反映出随着激励能量增大，模态频率降低的非线性模态特征。改变螺栓连接位置会显著影响结构的模态频率，其变化规律可由求解线性矩阵特征值定性反映。     

关于悬臂梁受重锤冲击时的动载荷系数分析

研究了悬臂梁受重锤的冲击问题,建立了重锤的运动方程及悬臂梁的振动控制方程,并利用Galerkin原理求得重锤对悬臂梁的冲击力表达式.研究结果表明:重锤质量大于悬臂梁质量时,冲击力的近似解以及有限元解与实验结果之间的误差较大;重锤质量小于悬臂梁质量时,冲击力的近似解与有限元解与实验结果之间的误差小于5%.     

基于梁格法的异型箱梁有限元计算分析

采用梁格法对一个结构较为复杂的异型箱梁建立空间有限元模型进行了分析计算,通过计算分析研究表明:用梁格法来分析桥梁上部结构,能得到比较准确的计算结果,在工程设计中是一种比较简便、高效、实用的计算方法。