2) String oscillator
弦振子
1.
In this paper, through the Lagrange’s equation, the nonlinear vibration equation of single particle of string oscillator has been established.
利用拉格朗日方程建立了单质点弦振子非线性振动方程,应用微扰法与线化和校正法对单质点弦振子进行了求解;利用MAPLE9。
2.
In this paper, by use of the Lagrange s equation, a vibration equation of three-particle string oscillator has been presented and its free vibration characteristics are analyzed, moreover, the modal localization phenomena of the three-particle string oscillator are studied and the "threshold value" forming its modal localization is found out.
利用拉格朗日方程建立了三质点弦振子振动方程,对其振动进行了分析;研究了三质点弦振子的模态局部化现象,找到了产生模态局部化的“阈值”。
3.
Through the Lagrange s equation, the vibration equation of double particle string oscillator has been established.
利用拉格朗日方程建立了双质点弦振子振动方程,对其振动进行了分析;利用级数展开,得到了双质点弦振子的级数解。
3) bosonic string
玻色子弦
4) sine factor
正弦因子
1.
Analyzed Hénon-like chaotic system with sine factor,a chaotic Hash function construction algorithm is proposed.
在分析带有正弦因子的类Hénon混沌系统基础上,提出了一种混沌Hash函数的构造算法。
5) light-string-oscillator
轻弦振子
6) sine-operator
正弦算子
补充资料：弦子
中国民间歌舞体裁的一种，见藏族音乐。
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