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非线性振子 meaning in Chinese

nonlinear oscillator

Examples

  1. For small displacement u , the oscillator is a duffing - type cubic non - linear oscillator , while for large displacement u , the oscillator approximates to a linear harmonic oscillator
    所谓达芬谐波振子是指当位移远小于1时,系统可化为三次非线性振子,而当位移远大于1时,该系统则化为线性谐波振子。
  2. In chapter 4 , the bifurcation of the complex nonlinear oscillator of van der pol - duffing - mathieu ' s is studied and the common bifurcation property of the oscillator in the situations of nonresonance , principal resonance , ultraharmonic resonance and non - subharmonic resonance is revealed . the bifurcation of strongly nonlinear oscillator is also explored in this chapter
    第四章对非线性振动中最常见的vanderpol - duffing - mathieu复合非线性振子的分岔性质进行了系统的研究,发现了该复合系统在非共振、主共振、超谐共振和非1 2阶次谐共振情况下具有相同的分岔特性。

Related Words

  1. 非线性数据
  2. 非线性调压器
  3. 非线性估计
  4. 非线性编程
  5. 非线性系统
  6. 非线性电阻
  7. 积分非线性
  8. 非线性聚合物
  9. 非线性模糊
  10. 非线性层
  11. 非线性振动系统
  12. 非线性振鸣
  13. 非线性正相关
  14. 非线性正向漂移
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