1.
Antibunching effect of even and odd Generalized Coherent states of Non-harmonic Oscillator in a Finite-dimensional Hilbert Space;
有限维希尔伯特空间非简谐振子奇偶广义相干态的反聚束效应
2.
RESEARCH ON SIMPLE HARMONIC VIBRATION FOR SPRING OSCILLATOR BASED ON MATLAB
基于Matlab的弹簧振子简谐振动研究
3.
The higher-order effects of the field on the particle motion give rise to anharmonic terms in the vibrational Hamiltoniom.
场对粒子运动的高阶效应在振动哈密顿量中引起非简谐项。
4.
THERMAL EXPANSION AND ANHARMONICITY IN ZrV_2O_7
ZrV_2O_7的热膨胀和非简谐振动(英文)
5.
Simple harmonic Motion of Simulating Spring Shaker with Flash;
用FLASH模拟弹簧振子的简谐运动
6.
THE INFLUENCES OF ANHARMONIC VIBRATION 0N CRITICAL POINT AND BOYLE CURVE OF LIQUID Ar
非简谐振动对液氩的临界点与玻意耳线的影响
7.
THE INFLUENCES OF UNHARMONIC VIBRATION ON BOYLE CURVE IN TWO-DIMENSIONALSYSTEM
非简谐振动对二维系统玻意耳线的影响
8.
Study of Quantum Entanglement and Dynamics Property of Coupled Harmonic Oscillators Chain System;
耦合简谐振子链的量子纠缠及动力学属性研究
9.
Energy Splitting of Coupling Harmonic Oscillator in Non-commutative Space
非对易空间中耦合谐振子的能级分裂
10.
We can work out positions of a harmonic oscillator by numerical methods.
我们可以按数值方法计算简谐振子的位置。
11.
The Thermodynamical Function of Arbitrary Dimensional Harmonic System in Weak Degeneration of High Temperature with Classical;
谐振子在高温弱简并和经典情况下的状态函数
12.
A Simpler Deduction of the Uncertainty of the One-dimensional the Harmonic Oscillator;
一维谐振子不确定关系的一种简明推导方法
13.
Algebraic Approach to Wave Function of Harmonic Oscillator and Recursion Relations of Hermite Polynomial
简谐振子波函数的代数解及Hermite多项式的递推
14.
Energy of the Harmonic Oscillator Coupling in Non-commutative Space
带电谐振子在非均匀外场中的非对易能级
15.
The Simple Harmonic Vibration Demonstration Based on LabVIEW
基于LabVIEW的简谐振动演示
16.
This phenomenon could be related to-the coupling of normal vibrations produced by Coriolis forces and anharmonisity.
这一现象与科里奥利力和非谐性引起的简正振动的耦合作用有关。
17.
Nonlinear Vibration of a Rectangular Plate Subject to Basement Rotation and Harmonic Excitation;
基础定轴转动与简谐激励下矩形板的非线性振动
18.
Energy Level of Charged Harmonic Oscillator in Three-Dimensional Noncommutative Phase Space;
三维非对易相空间中带电谐振子的能级