1) sub-poissonian light
亚泊松光场
1.
For example: 1, quadrature amplitude (or phase) squeezed light; 2, quantum correlation twin beam; 3, sub-poissonian light (or intensity squeezed light).
例如:1、正交分量压缩光;2、孪生光子对;3、亚泊松光场或强度压缩光。
2) sub-Poissonian number distribution
亚泊松光子统计
3) Sub Poissonian photon statistical character
亚泊松光子统计特性
4) sub-Poissonian distribution
亚泊松分布
1.
The sub-Poissonian distribution and squeezing effect are discussed.
研究了由光场产生算符反复作用在圆态上而得到的圆态激发态,讨论它的亚泊松分布和压缩效应等非经典性质。
5) sub-Poissonian distributing
亚泊松分布
1.
Calculating its normalized constant,its non-classical nature is discussed,including squeezed effect,sub-Poissonian distributing,anti-bunching effect,and the second-order cross correlation function between the two-mode.
通过它的归一化常数的计算,讨论其非经典性质,即压缩效应、亚泊松分布、光子反聚束效应以及两模间二阶相关函数。
6) Sub-Poissonian statistics
亚泊松分布
1.
We also study the non-classical properties about squeezing and sub-Poissonian statistics of minimum correlation states.
发现在一定的参数范围内双模最小关联混态的二阶相干性违反经典的Cauchy-Schwartz不等式,呈现非经典性相关;同时对双模最小关联混态的压缩特性、亚泊松分布等非经典性质进行了分析,通过数值计算得出,每模光子的压缩性及其亚泊松分布均与参数d的取值密切相关。
2.
And there are sub-Poissonian statistics or antibunching effect when the average photon numbers and parameter meet a certain relation.
本文研究了负P表示光场的非经典特性,研究发现,在任何情况下负P表示非经典光场不具有压缩的性质,但当场参数m和平均光子数n满足一定的关系时存在亚泊松分布和反聚束效应。
补充资料：松光
1.指松明。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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