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squeezing power
相关语句
  压缩幂
     It is found that when the sum of the squeezing power of each mode is even number, the state is always in Nj- H minimum uncertainty state;
     结果发现:当各模的压缩幂次数之和为偶数时,态   恒处于不等幂次Nj-H最小测不准态;
短句来源
  “squeezing power”译为未确定词的双语例句
     It is found that for any squeezing power number if the squeezing power number of all modes, the initial phase satisfy particular conditions, and the initial phase difference betweenthe two components of each mode coherent state light field satisfy the certain condition, the state can always present generalized nonlinear unequal-power A^-th power Y-squeezing and H-squeezing effect.
     结果发现:对于任意压缩次数Nj,若各模的压缩次数与初始相位满足特定的要求,则当态间的初始相位差以及各单模相干态光场的光子干涉项之和满足一定条件时,态|ψ_Ⅰ~(ab)>q总可呈现出广义非线性不等幂次N_j次方Y压缩和不等幂次N_j次方H压缩效应。
短句来源
     If the difference squeezing power number is less than the dimension number of finite dimensional Hilbert space,the state ㄧΨ~((3))>_(2q) can display the difference squeezing effects.
     进而指出,只有压缩次数小于空间维数时,态|Ψ(3)>2q有可能呈现差压缩效应。
短句来源
  相似匹配句对
     On Power
     权力的概念、产生和制约
短句来源
     power;
     权力 ;
短句来源
     Higher Power Squeezing for Schrdinger Cat States
     薛定谔猫态的高阶压缩效应
短句来源
     THE PROPERTIES OF BOTH N TH POWER Y SQUEEZING AND N TH POWER H
     多模复共轭奇、偶相干态光场的N次方Y压缩与N次方H压缩
短句来源
     Squeezing in superradiance
     超辐射的压缩
短句来源
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In this paper,the multimode squeezed state theory established by yang Zhiyong and Hou Xun and published in Acta Photonica Sinica is utilized to study the effects of Generalized nonlinear N-th power sum squeezing is seventh kind of Multimode superposition state light field which is composed of the linear superpositions of multimode coherent state and contrary state of multimode imaginary coherent state . It is found that under the conditions of the products q ·N=2p and p=2m+l(m=0,1,2,3, …)where q represents...

In this paper,the multimode squeezed state theory established by yang Zhiyong and Hou Xun and published in Acta Photonica Sinica is utilized to study the effects of Generalized nonlinear N-th power sum squeezing is seventh kind of Multimode superposition state light field which is composed of the linear superpositions of multimode coherent state and contrary state of multimode imaginary coherent state . It is found that under the conditions of the products q ·N=2p and p=2m+l(m=0,1,2,3, …)where q represents the cavity-mode number and N represents the squeezing power number,while some certain quantization conditions are satisfied by the initial phase sum of each mode,and while the mixing phase sum + made of the initial phase difference( ) between the two components of the state and the mean photon number of each multimode coherent state light field mentioned above changes continuously in the foxed and closed region,the state can always present the effects of generalized nonlinear N-th power sum squeezing that chandes periodically.This shows that the state is a typical multimode nonchasical light field.

利用多摸压缩态理论,研究了由多模相干态 和多模虚相干态的相反态 这两者的线性叠加所组成的第Ⅶ类两态叠加多模叠加态光场 的广义非线性高次和压缩效应.结果发现:态 是一种典型的多模非经典光场;在腔模总数q与压缩次数N这两者之积为偶数亦即qN=2p并且p=2m+1(m=0,l,2,3,…)的条件下,只要各模的初始相位和 满足一定的量子化条件,则当态间初始相位差与单个多模相干态光场的总和平均光子数两者之和 在一定的闭区间内连续取值时,态 的第一和第二正交分量分别呈现出周期性变化的高次和压缩效应。

According to the Linear superpositon principle in quantum mechanics ,the ninth kind of two ligtht Field is constructed that is composed of multimode vaccum state light field And then the multimode squeezed state theory suggested by Yang Zhiyong and Hou Xun and Published in Acta Photonica Sinica is utlized to study the properties of generalized nonlinear equal- power N-th power Y-squeeting of the state mentioned above. It is found that ①、whether the squeezing-power-number N is an...

According to the Linear superpositon principle in quantum mechanics ,the ninth kind of two ligtht Field is constructed that is composed of multimode vaccum state light field And then the multimode squeezed state theory suggested by Yang Zhiyong and Hou Xun and Published in Acta Photonica Sinica is utlized to study the properties of generalized nonlinear equal- power N-th power Y-squeeting of the state mentioned above. It is found that ①、whether the squeezing-power-number N is an odd-number or an even-number, while some certain quantization conditions are satisfied by the initial phase of each mode and by the initial phase difference( ) between two components of the state respectively ,the state can always present any odd-number power any even-number N-th power Y-squeezing effects which changes periodically. ② Compared with the reference [11] ,the state constructed in this paper is rathier different from the state constructed in reference [11] ,under some fixed conditions the states and can display the phenomena of N-th power Y-similitude- squeezing and N-th power Y-degenerate-squeezing.

根据量子力学中的线性叠加原理,构造了由多模真空态 和多模虚相干态 这两者的线性叠加所组成的第Ⅸ类两态加多模叠加态光场 利用多模压缩态理论,对态 的 广义非线性N次方Y压缩特性进行了详细研究.结果发现:(1)、无论压缩次数N取奇还是取偶,只 要各模的初始相位(j=1,2,3,…q)和态间的初始相位差( )分别满足一定的量子优化条 件,态 的第一和第二这两个正交分量总可分别呈现出周期性变化的任意奇数次和任意偶 数次的广义非线性N次方Y压缩效应;(2)、本文所构造的态 与文献[11]构造的态 , 两者在一定条件下可分别呈现出“N次方Y相似压缩”和“N次方Y压缩简并”现象.

The second kind of the three state superposition multimode superposition state light field|ψ (3) 2> q is constructed,that is composed of multimode imaginary coherent state|{iZ j}> q,contrary state|{-iZ j}> q of multimode imaginary coherent state |{iZ j> q and multimode vaccum state|{0 j}> q.And then the multimode squeezed state theory suggested by YangZhiyong and Hou Xun is utilized to study the properties of generalized nonlinear equal power (2m +1) th power Y squeezing...

The second kind of the three state superposition multimode superposition state light field|ψ (3) 2> q is constructed,that is composed of multimode imaginary coherent state|{iZ j}> q,contrary state|{-iZ j}> q of multimode imaginary coherent state |{iZ j> q and multimode vaccum state|{0 j}> q.And then the multimode squeezed state theory suggested by YangZhiyong and Hou Xun is utilized to study the properties of generalized nonlinear equal power (2m +1) th power Y squeezing of the state|ψ (3) 2> q mentioned above.It is found that under the condition of the squeezing power number N=2m+1(here,m=0,1,2,3,...,...),the first and the second perpendicular phase components of the state |{ψ (3) 2> q can all display any odd number power generalized nonlinear equal power N th power Y squeezing respectively,which changes periodically while some certain and fixed conditions are satisfied by the initial phase of each mode in the state|ψ (3) 2> q,and while the initial phase difference between any two components of the state|ψ (3) 2> q change continuously within their own fixed and closed regions respectively.

构造了由多模虚相干态 | {i Zj}〉q、多模虚相干态的相反态 | {- i Zj}〉q和多模真空态| {0 j}〉q这三种不同的量子光场态的线性叠加所组成的第 类三态叠加多模叠加态光场| ψ( 3)2 〉q.利用多模压缩态理论 ,研究了态 | ψ( 3)2 〉q的广义非线性等幂次 2 m+ 1次方 Y压缩特性 .结果发现 :在压缩次数 N =2 m+ 1 ( m=0 ,1 ,2 ,3,… ,… )的条件下 ,只要各模的初始相位和态间的初始相位差分别满足一定的取值条件 ,态 |ψ( 3)2 〉q就可呈现出周期性变化的、任意奇数次的广义非线性等幂次 N次方 Y压缩效应

 
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