铈对液态共晶Fe—C合金粘度的影响

利用液态高温回转振荡粘度仪分别对共晶Fe-C合金和Fe-C-Ce合金(铈含量分别为0.08%,0.21%,0.59%)的粘度进行了研究.结果表明,在熔点以上至1420℃的范围内,共晶Fe-C合金的粘度在8.30～5.50mPa@s之间变化,而在熔点附近合金粘度的异常现象与液体合金中石墨的形成有关;铈含量大于0.21%明显降低了共晶Fe-C合金的粘度,分析表明,粘度的降低与液态合金自由体积的增加有关.Fe-C-Ce合金的粘度在1340～1370℃范围内出现反常变化,高温差示扫描量热(DSC)实验发现几乎在同样的温度范围存在异常峰位,分析表明这与液体合金内部的Ce-C化合物原子团簇有关.     

DESORPTION OF VOCs FROM POLYMERIC ADSORBENTS UNDER MICROWAVE FIELD

1. INTRODUCTION Nowdays the volatile organic compounds (VOCs) have become important pollutants to air [1]. The source of these wastes is very wide. The leakage of the VOCs from chemical and pharmaceutical manufacturing, printing processes, paint and adhesive manufacturing and applications, composites and fiberglass molding etc. is the source of the pollutants. A number of adsorbents are capable of capturing a wide range of VOCs. However, the conventional process of regenerating …     

Quantum Tunneling of Two-Species Cold Bosonic Atoms in Optical Lattices

In this letter, we have studied quantum tunneling of two-species cold bosonic atoms in an optical lattices. When the optical lattice is not infinitely long and the spin excitations are not in the long-wavelength limit, quantum tunnelings are presented.     

含稀土合金锌粉的制备及性能

从酸性氯化物电解液体系电解共沉积Er-Pb-In-Zn合金锌粉，通过析氢及TAFEL极化测定，比较加入稀土后耐蚀性的变化，电解液中加入不同缓蚀剂后合金锌粉耐蚀性变化；通过循环伏安测定合金锌粉制成的电极的循环寿命；以合金锌粉为负极活性材料，组装成LR6实际电池，其放电性能与加汞电池基本相当。     

一类拟线性椭圆型方程弱解关于区域的稳定性

利用区域的变分,在一定条件下,讨论拟线性椭圆型方程-div A(x,u,Du)=f(x)弱解关于区域的稳定性.     

声学立靶弹着点测试数学模型与误差分析

本文根据空气动力学理论和超音速弹丸的激波特性，建立了在使用L型立靶基础上正向射击和任意角度射击时的数学模型，并进行了误差分析，提出了减小误差的修正方法。     

线性高振荡微分方程在两组不同基下的近似解

分别以Bemstain多项式以及准均匀B样条为基函数，来逼近线性高振荡常微分方程。通过求解基函数对应的系数方程组，得到方程的近似解。通过数值实验表明用准均匀B样条函数的逼近效果要比Bemstain多项式要好。     

On the Ricci curvature of a Randers metric of isotropic <Emphasis Type="Italic">S</Emphasis>-curvature

We derive the integral inequality of a Randers metric with isotropic S-curvature in terms of its navigation representation. Using the obtained inequality we give some rigidity results under the condition of Ricci curvature. In particular, we show the following result： Assume that an n-dimensional compact Randers manifold （M, F） has constant S-curvature c. Then （M, F） must be Riemannian if its Ricci curvature satisfies that Ric 〈 -（n - 1）c^2.