高效液相色谱法同时测定心可舒胶囊中齐墩果酸和熊果酸

建立高效液相色谱法同时测定心可舒胶囊中齐墩果酸和熊果酸的含量。采用HypersiL ODSC₁₈（4.6mm×250mm,5μm）色谱柱;流动相:甲醇-乙腈-水=79:5:16（V/V/V）;柱温:30℃;流速:1mL/min;检测波长:210nm。齐墩果酸在2.04—81.60μg/mL浓度范围内线性关系良好（r=0.9998）,熊果酸在5.00—80.00μg/mL浓度范围内线性关系良好（r=0.9998）,齐墩果酸的平均回收率为100.54%,RSD为1.56%,熊果酸的平均回收率为101.10%,RSD为1.13%。该法简单、准确、快捷,可用于心可舒胶囊中齐墩果酸和熊果酸的含量测定。     

On the differentiability of depth distribution function of deposited energy, momentum and ion range

Based on the translational invariance of a medium,a new theorem has been proposed and proved rigorously:the depth distributions of the deposited energy,momentum and ion range must be infinitely differentiable functions in amorphous or polycrystalline infinite targets by ion bombardment,if these functions exist.The origin of the “discontinuity”,derived by Dr Glazov in 1995 in J.Phys.:Condens.Matter 7 6365,has been analysed in detail.For the power cross section,neglecting electronic stopping,the linear transport equations determining the depth distribution functions of the deposited energy and monentum (by taking the threshold enerkgy into account )have been solved asymptotically.An important formula derived by Dr Glazov has been confirmed and generalized.The results agree with the new theorem.     

Mean-Field Dynamics of a Two-Mode Bose-Einstein Condensate Subject to Decoherence

We discuss the dynamics of Bose-Einstein condensates in a double-well potential subject to decoherenee （or particle loss）. Starting from the full many-body dynamics described by the master equation, an effective Gross- Pitaevskii-like equation is derived in the mean-field approximation. By numerically solving the GP equation, we find that macroscopic quantum self-trapping disappears for strong decoherence, while generalized self-trapping occurs under weak decoherence. The fixed points have been calculated, and we find that an abrupt change from elliptic to an attractor and a repeller occurs, reflecting the metastable behavior of the system around these points.     

Solutions of Dirac Equation for Makarov Potential with Pseudospin Symmetry

The pseudospin symmetry in the Makarov potential is investigated systematically by solving the Dirac equation. The analytical solution for the Makarov potential with pseudospin symmetry is obtained by Nikiforov-Uvarov （N-U） method. The eigenfunctions and eigenenergies are presented with equal mixture of vector and scalar potentials in opposite signs, for which is exact.     

Two New Types of Conserved Quantities Deduced from Noether Symmetry for Nonholonomic Mechanical System

For a nonholonomic mechanical system, the generalized Mei conserved quantity and the new generalized Hojman conserved quantity deduced from Noether symmetry of the system are studied. The criterion equation of the Noether symmetry for the system is got. The conditions under which the Noether symmetry can lead to the two new conserved quantities are presented and the forms of the conserved quantities are obtained. Finally, an example is given to illustrate the application of the results.     

线电荷与带有半圆柱凸起的接地导体所形成的电场

利用复数坐标系z上的保角变换,计算长直线电荷与带有半圆柱凸起的接地导体所形成的电场,给出电势和场强分布,并利用软件MATLAB绘制出电场线和等势线(面)图.     

基于腔体滤波器的可调谐微波开关的设计

为了满足无人机数据链路测试中信号转换的需求,提出一种可调谐的S波段分波道微波转换开关设计方案,其中采用开关控制电路对输入微波信号进行分波道选择,两路加载集总电容的三阶方杆梳状腔体滤波器对微波信号进行选频、滤波,同时可通过调节调谐螺钉实现两波道中心谐振频点同频或异频,调谐中心频率范围可达20 MHz,自由度较高;微波开关经参数仿真结果满足设计要求,研制完成的微波开关经过实际测试和应用验证,各项技术指标满足使用要求,同时该微波转换开关具有大功率、低损耗、高隔离度等优点,性能稳定、自由度高、易于实现,可满足无人机数据链测试诊断的信号转接要求。     

一般超图的张量谱性质

将一致超图的逆Perron值的概念推广到了一般超图上,并证明了超图G连通的充要条件为其逆Perron值大于0。同时给出了一般超图G的二分宽度、等周数、离心率基于逆Perron值的一些下界。最后,讨论了张量的可奇染色问题,得到非负对称弱不可约张量A可奇染色的充要条件为A的拉普拉斯张量和无符号拉普拉斯张量有相同的的谱。     

“自愈”橡胶

橡胶是一种极易拉伸的材料,但它一旦被切断就很难再黏合在一起,最近法国Ecole化学物理研究所的L．Leibler教授和他的同事们,研究出了一种能“自愈（self-healing）”的新型橡胶,若把这种新型的橡胶切成两块后,再将它们轻轻地对上几分钟后,无需加热或挤压,在室温下就能重新黏合在一起,黏合后的橡胶依然保持着各方向可拉伸的特性．更奇妙的是,新材料在断裂12小时后仍然具有可“自愈”的能力,如果两个断裂面的接触时间越长,新橡胶的“自愈”程度就会越好。