Co-precipitation synthesis of ZnAl2O4: Cr3+ phosphor for better light penetration in pc-LED

Cr doped ZnAl₂O₄ spinel samples were prepared by the traditional solid state reaction and co-precipitation synthetic route, and the results suggest that the co-precipitation method has some superiority in contrast to the solid state reaction method. XRD, FT-IR, and XPS spectra confirmed that the well-crystallized spinel cubic phase of ZnAl₂O₄: Cr³⁺ samples were successfully formed. The morphology of the samples was investigated by FE-SEM and FE-TEM, and the results show that the samples by the co-precipitation route can generate a smaller size of particles compared to the solid state reaction. Photoluminescence excitation spectra monitored at 686 nm are comprised of two broad excitation bands near 530 nm and 395 nm, and the emission spectra show emissions ranging from 640 to 780 nm, due to the ²E?→?⁴A₂ spin-forbidden transition of Cr³⁺ ions in spinel lattices. The optimized concentration monitored at 686 nm is 1%, while at 693 nm is 3.5%. Compared with the samples by solid state reaction method, the samples by co-precipitation method show preferable luminescent properties, such as the higher photoluminescence intensity and higher quantum efficiency. Several phosphor-converted LEDs were to investigate the applicability of the prepared samples. The results confirm that the phosphor has potential applications in plant growth and supplementing the red region in white-LEDs and the phosphors prepared by co-precipitation are more suitable to be used in phosphor-converted LED devices due to their preferable luminescent properties.

     

离子型稀土矿山淋洗及尾水富集试验研究

对浸矿后离子型稀土原地浸矿场采用清水进行淋洗，在184天的清水淋洗过程中，尾水氨氮值从最开始的507mg/L，降低至140mg/L，淋洗尾水pH4.52~3.10。淋洗尾水采用两级反渗透膜分离，既回收有价资源稀土，又能使出水氨氮达标。结果表明，产水氨氮浓度稳定低于15mg/L，对稀土的截留率高于98.25%，浓水中稀土离子平均浓度313.4mg/L，可进一步回收稀土资源。     

光栅对石墨烯太赫兹光学性质的影响

在不考虑等离激元诱导效应的情况下，利用玻尔兹曼平衡方程方法从理论上研究了金属光栅结构对石墨烯光电导率的直接影响。研究发现由于光栅对入射光的动量补偿作用，光栅对石墨烯的带内光电导率产生了显著的影响，使得在石墨烯的太赫兹吸收窗口区域出现光电导率峰，并且该光电导率峰可由光栅周期、电子浓度以及温度来调控。该研究有助于深入理解光栅结构对光电材料的影响，并表明光栅-石墨烯体系可以应用于可调谐的太赫兹光电器件，如太赫兹探测器。     

利用Mathematica求解正轴圆锥投影的标准纬度

针对不同投影条件下的正轴圆锥投影标准纬度求解过程中遇到的数值迭代问题，借助 Mathematica 中的 FindRoot 函数，对涉及超越方程的标准纬度进行计算，得到了相应的数值解。 结果表明，利用 Mathematica 对不同正圆锥投影的标准纬度进行计算，求解过程简单、计算效率高且精度满足要求。     

移动边缘计算中资源分配和定价方法综述

移动边缘计算（mobile edge computing,MEC）通过将计算任务卸载至边缘服务器，降低网络负荷，减少传输时延，提升用户服务体验。因此，MEC受到了广泛关注，并成为5G的关键技术。资源分配作为MEC的主要问题，在提升能量效率、缩短任务时延和节约成本方面具有非常重大的研究意义。首先，介绍了MEC的基本概念、参考架构和技术优势；然后，从技术层面和经济层面归纳总结了MEC中最新的资源分配和定价策略；最后，讨论了MEC资源分配和定价策略中可能存在的问题与挑战，并提出了一些可行的解决方案，为后续研究发展提供参考。     

基于人工神经网络的智能化架空线路应变快速解调方法北大核心

为了提高智能化光纤复合架空线路态势感知的实时性,将人工神经网络方法应用于光纤沿线应变解调,确定了神经网络的结构。编程实现了基于洛伦兹模型的最小二乘谱拟合方法和神经网络方法,采用不同信噪比和布里渊频移的布里渊谱训练神经网络,将它们应用于某光纤复合架空线路沿线光纤应变的测量,从不同角度比较了两种方法的计算结果。计算结果表明,神经网络方法能有效获得光纤沿线的布里渊频移进而获得应变,具有与谱拟合方法相似的准确性,但应变解调时间仅约为谱拟合方法的1/20000。研究结果为提高智能光纤复合架空线路态势感知的实时性提供了参考。     

Subdivision based isogeometric analysis for geometric flows

We present a new isogeometric analysis (IGA) approach based on extended Loop subdivision scheme for solving various geometric flows defined on subdivision surfaces. The studied flows include the second-order, fourth-order, and sixth-order geometric flows, such as averaged mean curvature flow, constant mean curvature flow, and minimal mean-curvature-variation flow, which are generally derived by minimizing the associate energy functionals with $L^2$-gradient flow respectively. The geometric flows are discretized by means of subdivision based IGA, where the finite element space is formulated by the limit form of the extended Loop subdivision for different initial control meshes. The basis functions, consisting of quartic box-splines corresponding to each subdivided control mesh, are utilized to represent the geometry exactly. For the cases of the evolution of open surfaces with any shape boundary, high-order continuous boundary conditions derived from the mixed variational forms of the geometric flows should be implemented to be consistent with the isogeometric concept. For time discretization, we adopt an adaptive semi-implicit Euler scheme. By several numerical experiments, we study the convergence behaviors of the proposed approach for solving the geometric flows with high-order boundary conditions. Moreover, the numerical results also show the accuracy and efficiency of the proposed method.