| 1. | Quantum statistic properties of the orthogonal 0 . 3cm q - coherent state
相干态的量子统计性质 |
| 2. | Quantum statistical mechanics
量子统计力学 |
| 3. | The squeezing effect and quantum statistical properties of one new coherent superposition state
一种新定义相干叠加态的压缩特性及量子统计性质 |
| 4. | The experimental discoveries and the mean - field theory for the dilute ultra - cold boses are described in detail
阐述玻色-爱因斯坦凝聚的量子统计热力学本质、实验上的实现以及平均场理论。 |
| 5. | Bose - einstein condensate ( bec ) is the consequence of quantum statistics and is closely related to superfluid phenomena
玻色爱因斯坦凝聚（ bec ）是量子统计的结果，与超流现象密切相关。 |
| 6. | This article points out the imprecision of the eduction of uncertairnty relation from wave packet while the motion of microcosmic particles is determined by quantum statistical theorem
摘要指出不确定关系从波包导出的不严密性，微观粒子的运动由量子统计规律决定。 |
| 7. | Quantum optics is a subject in studying the coherence and the quantum statistical properties of radiation field , as well as the quantum characters of light interacting with matter
量子光学是研究光场的相干性和量子统计特性以及光与物质相互作用的量子特征的学科。 |
| 8. | By using quantum statistical theory , we give anti - orientatianon numbers and phonons numbers . we calculate order parameters , , by using numerical value method , and compare it with experiment value
可采用量子统计给出反取向子数和声子数，我们用数值方法计算了序参量， ， ，并与实验测定值比较。 |
| 9. | This thesis reports an analytic study on the giant - magnetoresistance of multi - layer sandwich structure and spin - valve structure by using green function quantum statistics approach and nonlinear kubo formula that was derived by sub - dynamics theory
本论文报导使用量子统计格林函数方法以及由子动力学理论推出的非线性响应理论对多层膜三明治结构和自旋阀结构的巨磁电阻效应的解析研究。 |
| 10. | On the basis of single mode superposition states , the squeezing and quantum statistical properties in the two - mode superposition states have been studied . the influences of the photon number , photon number difference , coefficients in the states and their relative phase on these non - classical properties have also been discussed . we have compared the results in the two - mode superposition states with those in the single - mode case
在单模光子数叠加态的研究基础上，研究了双模光子数叠加态的压缩性质和量子统计性质，讨论了叠加态中粒子数、粒子数差、叠加态系数及叠加相位差对压缩性质及量子统计性质的影响，并将其结果与单模叠加态进行了比较。 |
