1) unequal-order N_jth power Y-squeezing
高阶不等阶Nj次方Y压缩效应
1.
The multi-mode squeezed state theory was utilized to study the effects of higher order unequal-order N_jth power Y-squeezing on the multi-mode quantum superposition state |Ψ>_q that was made of the linear superpositions of the two nonsymmetry multi-mode coherent states |{z~((a)*)_j}>_q and |{-z~((b)*)_j}>_q.
利用多模压缩态理论,研究了由多模复共轭相干态z(a)*j〉q和多模复共轭相干态z(b)*j〉q的相反态-z(b)*j〉q这两者的叠加所组成的多模量子叠加态|Ψ〉q的高阶不等阶Nj次方Y压缩效应,结果是:如果各个模的压缩阶数Nj与各个模的初始位相φj之积Njφj以及态z(a)*j〉q和态-z(b)*j〉q之间的初始相位差θ(R)pq-θ(R)nq分别满足一定的条件时,多模量子叠加态|Ψ〉q的两个相位正交分量可分别呈现出周期变化的高阶不等阶Nj次方Y压缩效应,当各个模的压缩阶数全都是奇数时可获得较大的压缩深度。
2) unequal-order N_jth power H-squeezing
高阶不等阶Nj次方H压缩效应
3) unequalled-order Nj-th power Y-squeezing
不等阶Nj次方Y压缩
4) unequal-power N j-th power Y-squeezing effects
不等幂次Nj次方Y压缩效应
5) unequalled-order N j-th Power H-squeezing
不等阶Nj次方H压缩
6) Equal-order K-th power Y-squeezing effect
等阶K次方Y压缩效应
补充资料:轩阶
1.堂前的台阶。指宫掖。 2.堂前的台阶。指达官之华居。
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