1·A sea-air oscillator model of the nonlinear coupling system is studied.
研究了一个海-气振子的非线性耦合系统的模型。
2·Quantum dot gain spectra based on harmonic oscillator model are calculated including and excluding excitons.
基于谐振子模型的量子点能级，计算了包括和排除激子影响时多能级的增益谱。
3·Relations between interband transitions and harmonic oscillator model, and between optical properties and dimensionality are discussed.
文中讨论了带间跃迁与振子模型，光学性质与维度性之间的物理联系。
4·The third chapter introduces the harmonic oscillator model, normal mode vibration types and frequency characteristics of infrared spectra.
第三章介绍了红外光谱的谐振子模型、简正振动类型和频率特征。
5·Using the harmonic oscillator model of quasicrystal of liquid, the wave equation describing the motion of liquid molecules has been derived.
用液体的准晶态的谐振子模型，导出描述液体分子运动的波动方程。
6·The principles and performance of the ice force oscillator model are presented in the paper, and its numerical solutions for a single degree of freedom system are demonstrated.
本文叙述冰力振子模型的建立原则及其特性，并给出一单自由度系统的数值解。
7·The dynamical model and the oscillation-rotation model of particle are derived from the dynamical mechanism of spontaneously break symmetry, and its simplified form is a harmonic oscillator model.
简述了已知的粒子质量公式，由动力学的对称性自发破缺机制导出粒子的动力学模型和振动-转动模型，其简化形式是谐振子模型。
8·A prelude phase-locked staircase to type V intermittency in a model of a electronic relaxation oscillator is reported.
报道一例电子张弛振子模型中的v型阵发前奏锁相阶段魔梯。
9·Regarding harmonic oscillator as a model of chemical bond, the energy transfer processes between water molecules can be described as a system of harmonic oscillators.
用谐振子作为化学键的模型，水分子之间的能量转移过程可以描述为耦合谐振子系统。
10·The maximum frequency of RC-bridge oscillator is 16.67% of gain bandwidth product of amplifier analyzed based on a first-order single time constant lowpass function model.
运用一阶单时间常数低通函数模拟运算放大器的开环增益，对RC桥式振荡电路进行线性分析，得出最大振荡频率为运算放大器增益带宽积的16.67%。