ADS注入器ⅡCry Module的低温准直测量技术

作为ADS注入器Ⅱ的关键元件,Cry Module由于其无法通视和超低温特性,是超导直线加速器准直中的重点与难点.提出由激光跟踪仪和测微准直望远镜协同准直冷质量组件.设计测微准直望远镜所用十字丝目标及其支架.成功安装冷质量组件,监测了两次低温实验时的位移.常温安装精度达到0.15mm,低温监测精度达到0.5mmm.目前ADS-Cry Module已通过专家组的水平测试验收,技术指标优于国际上的最好水平.     

Advances in high carbon dioxide separation performance of poly(ethylene oxide)-based membranes

Poly(ethylene-oxide)(PEO)-based membranes have attracted much attention recently for CO2 separation because CO2 is highly soluble into PEO and shows high selectivity over other gases such as CH4 and N2.Unfortunately,those membranes are not strong enough mechanically and highly crystalline,which hinders their broader applications for separation membranes.In this review discussions are made,as much in detail as possible,on the strategies to improve gas separation performance of PEO-based membranes.Some of techniques such as synthesis of graft copolymers that contain PEO,cross-linking of polymers and blending with long chains polymers contributed significantly to improvement of membrane.Incorporation of ionic liquids/nanoparticles has also been found effective.However,surface modification of nanoparticles has been done chemically or physically to enhance their compatibility with polymer matrix.As a result of all such efforts,an excellent performance,i.e.,CO2 permeability up to 200 Barrer,CO2/N2 selectivity up to 200 and CO2/CH4 selectivity up to 70,could be achieved.Another method is to introduce functional groups into PEO-based polymers which boosted CO2 permeability up to 200 Barrer with CO2/CH4 selectivity between 40 and 50.The CO2 permeability of PEO-based membranes increases,without much change in selectivity,when the length of ethylene oxide is increased.     

水下对转螺旋桨流致辐射噪声机理与预报方法*

水下对转螺旋桨流致辐射噪声的预报对于水下目标的特征提取和分类识别具有重要意义。由桨叶的旋转引起的湍流场是水下对转螺旋桨流致辐射噪声的源场。分述了水下对转螺旋桨湍流边界层脉动、旋转干涉效应和空化效应引发的水动力噪声机制和研究进展,比较了目前工程应用中的3种对转螺旋桨流致辐射噪声预报方法的特点。在分析对转螺旋桨流致辐射噪声数值预报难点的基础上,综述了对转螺旋桨流致辐射噪声计算方法的研究进展,指出间接数值模拟方法是工程中进行对转螺旋桨流致辐射噪声预报的有效方法。     

Influence of external load on friction coefficient of Fe-polytetrafluoroethylene

A coarse-grained molecular dynamics simulation model was developed in this study to investigate the friction process occurring between Fe and polytetrafluoroethylene(PTFE).We investigated the effect of an external load on the friction coefficient of Fe–PTFE using the molecular dynamics simulations and experimental methods.The simulation results show that the friction coefficient decreases with the external load increasing,which is in a good agreement with the experimental results.The high external load could result in a larger contact area between the Fe and PTFE layers,severer springback as a consequence of the deformed PTFE molecules,and faster motion of the PTFE molecules,thereby affecting the friction force and normal force during friction and consequently varying the friction coefficient.     

二维CdO的低晶格热导率研究

寻求具有较小晶格热导率k_lat的高热电性能的二维材料具有重要意义。基于从头计算和声子玻耳兹曼输运理论,该研究首先对二维CdO结构进行优化,并通过计算声子谱验证了单层CdO的动力学稳定性。在此基础上详细研究了单层CdO的声子输运性质。计算表明在室温下单层CdO的晶格热导率k_lat约为5.7 W/(m·K),低于单层石墨烯、磷烯、黑磷和MoS₂等二维材料的晶格热导率。其中,Z方向声学模式(Z-direction acoustic, ZA),横声学支(transverse acoustic,TA),纵声学支(longitudinal acoustic, LA),Z方向光学模式(Z-direction optical, ZO),横光学支(transverse optical, TO),纵光学支(longitudinal optical, LO)对k_lat的百分比贡献分别为73.7％、13.9％、3.7％、2.8％、4.7％和1.2％。研究发现,ZA、TA、LA声学支和光学支之间的强散射是导致单层CdO低热导率的原因。本文计算结果可用于指导基于CdO的低维热电器件的设计。     

低温固相反应法制备钠快离子导体NaZr2(PO4)3粉体

为了进一步促进钠快离子导体磷酸锆钠(NaZr2(PO4)3)粉体的实际应用,本文提出了一种以氧氯化锆(ZrOCl2·8H2O)和二水磷酸二氢钠(NaH2PO4·2H2O)为原料的低温固相反应法制备NaZr2(PO4)3粉体.通过XRD,SEM和Raman等测试手段系统研究了磷酸盐用量对制备磷酸锆钠粉体的影响.结果 表明:采用超量的磷酸盐有利于纯相磷酸锆钠粉体的合成.同时当锆盐与磷酸盐的摩尔比为2∶5.4时,能够合成平均粒径1μm,尺寸均匀,分散性良好的磷酸锆钠粉体.研究发现研磨时发生的固相反应对磷酸锆钠粉体的制备有重要作用,一方面促进了无定型磷酸锆钠的产生,有利于磷酸锆钠晶体形成;另一方面原位生成的氯化钠为晶体的生长提供了良好的液相环境,促进了磷酸锆钠粉体的低温合成.该工作为磷酸锆钠粉体的大规模生产提供了一条简单有效的方法.     

Smarandache函数在两数列上的下界估计

设S(n)是Smarandache函数,其中n是一正整数.讨论Smarandache函数S(n)在数列F((2k),1)=F(n,1)=n2n+1(n=2k)与数列G(2n,1)=(2n)2n+1上的下界估计.基于初等方法证明了:当偶数n≥6时,有S(F((2k),1))=S(F(n,1))≥6×2n+1;当n≥4时,有S(G(2n,1))≥6×2n+1.     

用Hirota双线性方法构造一种(3+1)维高维孤子方程的多孤子解

通过两种方法构造了一种(3+1)维高维孤子方程的孤子解.第一种方法是利用对数函数变换,将其化成双线性形式的方程,在用级数扰动法求解双线性方程的单孤子解、双孤子解和N-孤子解.第二种方法是用广义有理多项式与试探法相结合,构造了(3+1)维高维孤子方程的怪波解.