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n次方的英文

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  • nth power

例句与用法

  • Study detailed of the properties of generalized nonlinear equal - power n - th power y - squeezing and n - th power h - squeezing on multi - mode superposition state ) as well as unequal - power nj - th power y - squeezing and nj - th power h - squeezing on multi - mode superposition state j / ^ a series of new definite results was revealed
    的广义非线性等幂次n次方y压缩与n次方h压缩特性及态, v恩)的广义非线性不等幂次n _ j次方y压缩与n _ j次方h压缩特性进行了详细研究。
  • The results show that under the condition of the squeezing - power - number being an any even number or the pruduct of the squeezing - power - number and the total cavity - mode - number being an any even number , if some certain and fixed conditions are satisfied respectively by the initial phase of each mode in the state or the sum of the initial phase of each mode in the same state mentioned above , by the initial phase difference between any two components in the state , and by the sum of mean photon - numbers , which are modulated by the initial phase of each mode in the state mentioned , of all the single mode coherent states light field , the state can always display the effect of generalized nonlinear equal - power n - th power y - squeezing , or present the effect of generalized nonlinear equal - power n - th power h - squeezing , that changes alternatively and periodically
    结果发现:在压缩次数取偶数或者压缩次数与腔模总数这两者之积取偶数的条件下,若各模的初始相位或者各模的初始相位和、态间的初始相位差以及受各模的初始相位调制的各单模相干态光场的平均光子数之总和等分别满足一定的取值条件,则态| ~ ( ( 4 ) ) _ q的第一和第二这两个正交相位分量总可分别呈现出周期性变化的、西北人学硕{ _学位论文摘要广义非线性等幂次n次方y压缩或者等幂次n次方h压缩效应。
  • By utilizing the multimode squeezed states theory established by yang zhiyong and hou xun and published in acta photonica sinica , the properties of generalized nonlinear equal - power n - th power y - squeezing and n - th power h - squeezing of the state , and the properties of generalized nonlinear unequal - power nj - th power y - squeezing and n j - th power h - squeezing of the state are studied firstly and systematically ; meanwhile the properties of generalized nonlinear equal - power n - th power y - squeezing and n - th power h - squeezing of the state are further studied firstly and systematically
    利用多模压缩态理论,详细研究了态| _ 5 ~ ( ( 3 ) ) _ q的广义非线性等幂次n次方y压缩、等幂次n次方h压缩、不等幂次n _ j次方y压缩以及不等幂次n _ j次方h压缩特性;同时,还进一步详细研究了态| ~ ( ( 4 ) ) _ q的广义非线性等幂次n次方y压缩和等幂次n次方h压缩特性。
  • It is found that whether the squeezing - power - number is an odd or even number , or whether the product of the squeezing - power - number and the total cavity - mode - number is an odd or even number , while some fixed conditions are satisfied respectively by the initial phase of each mode in the state or the sum of the initial phase of each mode in the same state , by the initial phase difference between any two components in the state and by the sum of mean photon - numbers , which are modulated by the initial phase of each mode in the state involved , of all the single mode coherent states light field , v the state can always display the effects of generalized nonlinear equal - power n - th power y - squeezing and unequal - power nj - th power y - squeezing , or present the effects of generalized nonlinear equal - power n - th power h - squeezing and unequal - power nj - th power h - squeezing , which changes alternatively and periodically
    结果发现:无论压缩次数或者压缩次数与腔模总数这两者之积取奇数还是取偶数,只要各模的初始相位或者各模的初始相位和、态间的初始相位差以及受各模的初始相位调制的各单模相干态光场的平均光子数之总和等分别满足一定的取值条件,那么态| _ 5 ~ ( ( 3 ) ) _ q的第一和第二这两个正交相位分量就可分别呈现出周期性变化的、广义非线性等幂次n次方y压缩和不等幂次n _ j次方y压缩或者等幂次n次方h压缩和不等幂次n _ j次方h压缩效应。
  • The major content of this thesis is arranged as follows : qa study of the property of arbitrary high - power generdlized nonlinear equal - power n - th power y - squeezing and n - th power h - squeezing of multi - mode superposition state of the differ - intensity of nonsymmetry superimposition state with distinguishable two quantum states in the kind ( ii ) . it was found that under certain conditions , two quadrature phase - components of state vj / [ ] b ) always present cyclic - changed symmetry - complementary relation ; and from this we can conclude that equal - intensity of symmetry superposition state with distinguishable two quantum states can present equal - power n - th power y - degenerate - squeezing and equal - power n - th power h - degenerate - squeezing appearance , and differ - intensity of nonsymmetry superposition state with distinguishable two quantum states can remove equal - power n - th power y - degenerate - squeezing and equal - power n - th power h - degenerate - squeezing appearance
    结果发现:态, v铲)的两个正交相位分量的广义非线性等幂次n次方y压缩及n次方h压缩效应总是呈现出周期性的对称互补关系;并且得出,强度相等的对称两态叠加是导致出现“等幂次n次方y压缩简并”及“等幂次n次方h压缩简并”的本质原因,而强度不等的非对称两态叠加则是消除“等幂次n次方y压缩简并”及“等幂次n次方h压缩简并”现象的有效途径。
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