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奇异扰动的英文

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"奇异扰动"怎么读用"奇异扰动"造句

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  • singular perturbation

例句与用法

  • Geometric singular perturbation theory for ordinary differential equations with multifrequency
    多频常微分方程的几何奇异扰动理论
  • More specifically , we combine geometric singular perturbation theory with melnikov analysis and integrable theory to prove the persistence of homoclinic orbits
    ) dinger方程同宿轨道的存在性,其基本思想方法是基于整体可积理论、 melnikov方法和奇异扰动理论的综合运用
  • We adopt a three mode fourier truncation and get a six dimensional model . this model is considered and the persistence of the homoclinic orbits is obtained by melnikov ' s analysis together with the geometrical singular perturbation theory
    ) dinger ( dnls )方程,通过采用三模fourier截断,我们得到一个六维模型,利用melnikov分析和几何奇异扰动理论证明了这个六维模型同宿轨道的保持性。
  • First , we take the analysis of phase - plane on the invariant plane for the perturbed and unperturbed systems . next , we applied the singular perturbation theory to establish the persistence of invariant manifolds , as well as the " fiber represent at iones " of these manifolds . finally , by using the global integrable theory of the unperturbed system and melnikov measurement we obtai n the existence of homoclinic orbits for the cqs equation under the generalized parameters conditions
    首先,我们在常值平面上对扰动和未扰动系统进行相平面分析;然后利用奇异扰动理论讨论不变流形的保持性,并给出不变流形的纤维表示;借助于未扰动系统的可积结构和melnikov测度,我们得到了三次?五次非线性schr (
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