1) nonlinear resonance pattern
非简谐振子模型
1.
Starting from the nonlinear resonance pattern,we calculated third order polarizability,and gave the principle of the calculation.
利用非简谐振子模型计算了三阶非线性极化率 。
2) harmonic oscillator model
简谐振子模型
1.
Through the canonical transformation,we first established a harmonic oscillator model of black holes.
利用Reissner-Nordstr m黑洞的质量、电荷和它们各自的对偶量构成的四维相空间,经过规范变换,首先建立黑洞的简谐振子模型,并采用该模型,研究Reissner-Nordstr m黑洞的量子面积谱,在此基础上进一步给出量子数条件。
2.
Though the canonical transformation,we first establish a harmonic oscillator model of black holes.
利用Reissner-Nordstr m度规中的参量M、Q及它们各自的对偶量πM、πQ构成的四维相空间,经过规范变换,首先建立黑洞的简谐振子模型,并采用该模型,进一步研究Reissner-Nordstr m黑洞的量子面积谱。
3) non-harmonic oscillator
非简谐振子
1.
Even and odd generalized qs-coherent states of non-harmonic oscillator and their quantum statistics properties;
qs变形非简谐振子奇偶广义相干态及其量子统计特性
2.
Nonclassical properties of superposition of eigenstates of the higher powers of annihilation operator of a non-harmonic oscillator;
非简谐振子湮没算符高次幂本征态的叠加态非经典性质
3.
The solution of the energy of non-harmonic oscillator by coherent state;
用相干态计算非简谐振子的能量修正值
4) anharmonic vibrator
非简谐振子
1.
The energy change principle of anharmonic vibrator with the aviation of outer force is discussed.
讨论了缓慢变化外力作用下非简谐振子的能量随外力的变化规律，在此基础上研究了固体的热弹性效应。
5) anharmonic oscillator
非简谐振子
1.
Generalized Klauder-Perelomov coherent state of the anharmonic oscillator and their properties;
非简谐振子广义Klauder-Perelomov相干态及其性质
2.
In this paper, we calculate the energy eigenvalue of a class of anharmonic oscillators by means of the self-consistent approximation.
提出了一种平均自洽方法,计算了带4次项的非简谐振子的能量本征值。
6) non harmonic oscillator
非简谐振子
1.
It is shown that the possible higher squeezing order of the superposition state β >+e i φ β e i δ > of the generalized coherent states of the q deformed non harmonic oscillator can be expressed as k ≠2π n/δ ,with n an integer and δ the phase difference between the two generalized coherent states.
对于q变形的非简谐振子广义相干态的叠加态 β〉 +eiφ βeiδ〉 ,其量子涨落的可能高阶压缩阶数可以表示为k≠ 2πn/δ ,这里n是整数 。
2.
Quantum statistic properties of the eigenstates of the annihilation operator b N - (N≥2) of an non harmonic oscillator are studied.
本文研究了非简谐振子湮灭算符高次幂ｂＮ－（Ｎ≥２）本征态的量子统计性质。
3.
Generalized Coherent States of Non Harmonic Oscillator and Generalized Coherent States of two Dimensional Harmonic Oscillator are investigated.
研究了非简谐振子广义相干态及二维简谐振子广义相干态，从而实现了２＋１维简谐－非简谐振子的广义相干
补充资料：多声子过程(见非简谐效应)
多声子过程(见非简谐效应)
multiphonon process
多声子过程multiphonon proeess见非简谐效应。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条