| 1. | The harmonic oscillator is an exceptionally important example of periodic motion .
谐振子在周期运动中是特别重要的。 |
| 2. | It can be seen that a study of periodic motion will lay the foundation for future work in many different fields of physics .
由此可见，周期运动的研究，是研究物理学各个领域的基础。 |
| 3. | Analytical solution for periodic motion of x3 oscillator
3振荡器周期运动的解析解 |
| 4. | Periodic motion of x3 oscillator
3振荡器的周期运动 |
| 5. | Periodic motion and bifurcation of a vibro - impact system with two motion limiting constraints
两点碰撞振动系统的周期运动与分叉 |
| 6. | In a broader view , a simple periodic motion is a form of space - time wave
更广义的意义上讲，任何简谐运动均属于时空波动方程的表现形式，我们已经不仅把 |
| 7. | Stability of periodic motion and experimental research on the rotor - bearing system with rub - impact and crack
碰摩裂纹转子轴承系统的周期运动稳定性及实验研究 |
| 8. | The characteristics of the periodic motions due to nonlinearity were found related to the resonance forms . 4
由非线性引致的周期轨迹的运动特性是由共振的形式所决定的。 |
| 9. | Investigation to the periodic motions and period - doubling bifurcations of a moored ocean platform with cell - to - cell mapping method
系泊海洋平台周期运动倍周期分岔的胞映射分析 |
| 10. | These periodic motions bear peculiar characters not possessed by the normal modes due to linearity
并阐明了非线性效应引致的周期性与线性效应下的周期性的本质不同，有其自身的特性。 |
