耦合腔行波管慢波结构的数值模拟

利用三维电磁场程序MWS及周期性高频结构的场对称计算模型,对X波段休斯耦合腔慢波结构和Kα波段毫米波梯形耦合腔慢波结构进行了场结构的数值模拟,给出了满足整管设计要求的慢波结构,色散特性和耦合阻抗。     

杂质靶丸注入在ITER诊断中应用的可行性

国际热核实验堆ITER-FEAT设计已完成。在ITER中,α粒子诊断是运行控制方面的一个关键性问题。从Kuteev的氢类靶丸消融理论出发,导出了杂质靶丸的半径烧蚀速率和粒子消融速率。并对杂质靶丸注入在未来ITER中作为α粒子诊断的可行性进行了探讨。计算和理论分析表明锂靶丸具有较多兼容性,既可用作α粒子诊断也可测量等离子体的q分布。     

Effect of Pump Bandwidth: Enhancement of Output Intensity Noise Squeezing in Raman Lasers

The effect of the pump bandwidth on the quantum statistical properties of Raman lasers is investigated. It is shown that the pump bandwidth may lead to the enhancement of output intensity noise squeezing even though it reduces the Mandel Q parameter.     

常温下LED串接放大实现QND光学测量

利用高效率的发光二极管(LED)串接放大,采用大面积高效光电探测器面对面耦合,在常温下从实验上实现了被调制的光子数的光学QND测量,获得量子传输系数T=Ts+Tm=18,态制备能力Vs/m=092的测量结果 关键词：     

阻燃共聚酯/粘土复合物热降解动力学研究

用插层共聚方法合成了含磷共聚酯／粘土复合物。用热重(TG)方法考察热降解动力学。通过在空气中以不同的升温速率升温至设定温度,用Kissinger法和Hymn-Wall-Ozawa法对数据进行处理。结果表明,粘土组分含量较高的反应活化能较大,热稳定性较好。     

模糊关系的对偶合成及其在传递性中的应用

引入了模糊关系的一种新的合成：对偶合成。这种新的合成使我们十分容易地刻画反向传递性。利用合成和对偶合成,我们建立了传递性、反向传递性、半传递性和Ferrers性质的若干有趣的等价条件。     

电化学质谱在锂-氧电池研究中的应用

质谱技术与电化学方法相结合,能原位或在线检测电化学反应的中间产物和最终产物,利于深入研究电极反应机理. 本文结合作者应用电化学质谱研究锂-氧电池反应机理的科研背景,综述了目前该技术在研究锂-氧电池体系中的电解液、电极材料和催化剂的进展情况,此外还介绍了电池体系中的不可逆副反应对电池充放电过程的影响.     

Large Enhancement of Probe Amplification with Population Inversion in a Four-Level Atomic System with Vacuum-Induced Coherence

In this paper, we discuss and analyze theoretically probe absorption-amplification response in a four-level coherent atomic system with vacuum-induced coherence via changing the sign of the parameter f, with f denoting the ratio of a pair of dipole moments associated with a doublet of closely upper hyperfine sublevels. We find that the amplitude of the probe amplification for the case f=-1 can be about one order of magnitude larger than that achievable for the case f=1. In addition, with respect to the case f=-1 the probe amplification can be maintained all the time with weak incoherent pumping for a wide range of the probe detuning.     

Lie Symmetrical Hojman Conserved Quantity of Relativistic Mechanical System

In this paper, we study the Lie symmetrical Hojman conserved quantity of a relativistic mechanical system under general infinitesimal transformations of groups in which the time parameter is variable. The determining equation of Lie symmetry of the system is established. The theorem of the Lie symmetrical Hojman conserved quantity of the system is presented. The above results are generalization to Hojman's conclusions, in which the time parameter is not variable and the system is non-relativistic. An example is given to illustrate the application of the results in the last.     

四程放大激光系统输出能量稳定性研究

 根据原型装置主放大系统组合式四程放大结构的特点,计算分析了放大过程中注入能量、放大增益及损耗的微小起伏对系统输出能量稳定性的影响。根据原型装置集成实验结果,分析了目前原型装置单路输出能量稳定性水平。研究结果表明：注入能量越大,其变化对输出能量影响越小;小信号增益系数对输出能量的影响明显大于注入能量;系统输出能量稳定性对腔内光学元件的透过率变化要求高于腔外光学元件。在3 ns基频光输出达标点处要使输出能量不稳定性控制在5%以内,注入能量起伏要低于10%,腔内放大片小信号增益系数起伏要低于1%,腔内光学系统损耗起伏要低于2%。