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1)  anharmonic theory
非简谐理论
2)  anharmonicity
非简谐性
1.
Anharmonicity of Local Vibrational Mode of Carbon Acceptor in GaAs and Its Effect on Main Absorption Band;
GaAs中碳受主局域振动模的非简谐性对主吸收带的影响
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 effect
非简谐效应
1.
The anharmonic effect of atomic vibration taken into account and from the potential energy which reacts each other among atoms, Boltzmann statistical principle used, the relation formula of temperature and the distance change between atoms and coefficient of linear expansion is derived.
考虑原子振动的非简谐效应,从原子间相互作用势能入手,运用玻尔兹曼统计原理,推出了原子间距的变化与温度的关系式,并导出了固体的线胀系数。
2.
The anharmonic effect of atomic vibration taken into account and from the potential energy which reacts each other among atoms Boltzmann statistical principle used the relation formula of temperature and the distance change between atoms and coefficient of linear expansion is derived.
考虑原子振动的非简谐效应 ,从原子间相互作用势能入手 ,运用玻尔兹曼统计原理 ,推出了原子间距的变化与温度的关系式 ,并导出了固体的线胀系数 ,分析结果与实验是相符的。
3.
Combining the anharmonic effect and the modified analytic embedded atom method(MAEAM),pressure dependence of the bulk modulus of BCC Fe metal is studied.
采用改进分析型嵌入原子模型(MAEAM)理论,考虑非简谐效应,研究了BCC结构金属Fe的体弹性模量随压强的变化规律,其结果与实验数据吻合得较好,并与其它理论研究进行了比较。
6)  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。
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。
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