Momentum of Φ Field and Inflation

With quantum mechanical method, we discuss the metastable states of the quantum universe, and give two eigenstates corresponding to nonzero and zero conjugate momenta P_Φ under the assumption of p=-5, where p is the ordering factor. Analyaea for their classical evolution are made, and there comes a conclusion: The mom-entum of the scalar field of quantum state has very little effect on its later classical evolution. This gives a favourable support to the classical theory of inflation.     

交流电方法用于单晶n-CdTe光电极性能的研究

本文应用循环伏安法研究了n型碲化镉单晶电极的光致腐蚀行为; 并运用PAR M368电化学阻抗系统测得了此电极在不同电位下的交流复阻抗图, 估算了此电极表面态密度及其它参数。实验结果表明, n-CdTe/液体结具有Sehottky结的特征, 此电极的Fermi能级可能有"钉扎"现象。     

10-甲基-PGD2的合成子的合成

PGD2的合成子(9)的合成是以2-甲基环戊1,3-二酮(1)为原料, 经烯醇醚化、烯丙基化、酸去保护、羰基的锂铝氢还原、臭氧化、氧化、甲酰化获得.     

双酰胺双(3'-正十五烷基-苯并-15-冠-5)PVC膜钾离子选择电极的研究

本文合成了十个双酰胺型双(3'-正十五烷基-苯并-15-冠-5)化合物, 制成的PVC膜钾离子选择电极, 性能优良.     

New Representation for Tensor Product of a Kind of Squeeze Operators

Using the IWOP (integration within ordered product) technique, we construct a new state vector representation in two-mode Fock space. The tensor product of a kind of squeeze operators can then be well identified in the new representation, which manifestly shows that these squeeze operators are quantum maps imaged by certain symplectic transformation in classical phase space.     

静电场边值问题的矩量法解

本文采用修正格林函数积分方程的矩量法数值解技术求解静电场边值问题。这种方法具有较边界积分法积分域小的特点,不仅有高的计算效率和精度,尤其适用于有无限延伸导体边界的边值问题。本文着重讨论与传输线问题等效的边值问题,这是典型的二维静电场问题,对高频和微波技术有重要的实用价值。本文方法也适用于三维静电场问题和交变电磁场问题。     

A Generalized Jaynes-Cummings Model for Two Collectively Radiating Atoms

The Jaynes-Cummings model in theoretically generalized to the simplest case of collectively radiating atoms. The comsponding Hamiltonian is diagonalked and some transition process in calculated.     

乙烯-醋酸乙烯酯-乙烯醇三元共聚物性质的研究

以乙烯-醋酸乙烯酯共聚物(EVA)为原料,通过控制VA的水解程度制得一系列不同组成的乙烯-醋酸乙烯酯-乙烯醇三元共聚物.研究表明:随水解程度的增加共聚物的结晶性越来越好.在一定水解度范围内共聚物具有良好的综合力学性能,是一种新型的热塑性弹性体.     

New Derivation for Cranking Hamiltonian and Tensor Form of Angular Velocity

We present an alternative approach for deriving the Coriolis term ω(t) J of cranking model Hamiltonian, which is based on the technique of integration within an ordered product of operators. The merit of this approach is that the tensor form of angular velocity ω, which describes the body frame rotation, naturally appears. Remarkablx the angular velocity we obtained here can be time-dependent.     

Three-Mode Squeezing Operators

We search for squeezing operator which squeezes the two quadratures for three-mode optical field as the behavior of single-mode case. The normally ordered form of the squeezing operator is also obtained by virtue of the technique of integration uMin an ordered product of operators.