1) piling up states of photon numbers
光子数叠加态
1.
Using the measured phase operator introduced by Barnett and Pegg,the squeezing effects of the measured phase operators are discussed in piling up states of photon numbers.
研究表明只有真空态和双光子数态及真空态和单光子数态的叠加态才能产生光场测量相位算符的CS类压缩效应 ,任何光子数叠加态都不产生测量相位相符的CN类压缩效应 。
2) superposition of two nonsymmetry quantum states
多模量子叠加态光场
3) superposition state light field
叠加态光场
1.
The properties of the equal power N-Y minimum uncertaintystate of asymmetric multimode superposition state light field;
第一种非对称叠加态光场的等幂次N-Y最小测不准态
2.
The properties of the equal-power N-Y uncertainty state of asymmetrical multimode superposition state light field;
第一种非对称叠加态光场的等幂次N-Y测不准态
3.
It is obvious that in the certain condition multimode superposition state light field is composed of asymmetrical coherent state light field that always retains the coherent properties .
研究了多模叠加态光场|ψI(ab)>q的等幂次N次方Y压缩特性,结果发现:态|ψI(ab)>q在一定的条件下恒处于等幂次N-Y最小测不准态,而不呈现等幂次N次方Y压缩效应。
5) multimode superposition state light field
多模叠加态光场
1.
Generalized nonlinear high-power squeezing in the first kind of multimode superposition state light field composed of the macro-scopically distinct unsymmetric three quantum states;
第Ⅰ种非对称的三态叠加多模叠加态光场的压缩特性
2.
Study on the properties of even-power Y-squeezing in a kind of multimode superposition state light field;
一种多模叠加态光场的奇次Y压缩效应
3.
The properties of unequal-power N_j-th power H-squeezing of a kind of multimode superposition state light field;
一种多模叠加态光场的不等幂次N_j次方H压缩特性
6) multimode superposition state light-field
多模叠加态光场
1.
MRLF)is utilized to study the property of second-order unequal-power higher-power difference-squeezing(namely,N_j-th power X-squeezing)of two-state-superposition multimode superposition state light-field Ψ(2)_1_ 2q,which is composed of 2q-modes coherent state and its contrary state according to the state superposition principle in quantum mechanics.
利用多模辐射场(简称MRLF)广义非线性不等幂次高次差压缩的一般理论,研究了由2q模相干态与其相反态线性叠加构成的两态叠加多模叠加态光场|ψ1(2)〉2q的二阶不等幂次高次差压缩(即Nj次幂x压缩)特性。
补充资料：态叠加原理
| 态叠加原理 state，superposition principle of 量子力学的基本假设之一 ，可表述为如果波函数Φ1、Φ2、…Φn是描写微观粒子体系的可能状态，则它们的线性叠加c1Φ1＋c2Φ2＋…cnΦn也是粒子体系的一个可能的状态，式中c1、c2、…cn是常数。电子双孔干涉实验（见波粒二象性）是态叠加原理的一个特例，电子通过双孔的态是Φ1＋Φ2，电子在屏上的概率分布在｜ Φ1＋Φ2 ｜2＝｜Φ1｜2＋｜Φ2｜2＋Φ1*Φ2＋Φ1Φ2*，Φ*是Φ的共轭函数，式中后两项体现双孔干涉的效果。态叠加原理表明微观粒子体系是线性系统，它所遵从的运动方程是线性方程。态叠加原理还是表象理论的基础。 |
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参考词条