periodic boundary condition meaning in Chinese

周期边界条件

Integral operator solving process of the boundary value problem of abstract kinetic equation with generalized periodic boundary conditions
具广义周期边界条件之抽象动力方程边值问题的积分算子求解法
In this thesis we consider the homoclinic orbits for the perturbed quintic and derivative nonlinear schrodinger equations with periodic boundary conditions
本文主要研究具五次和导数项的非线性schr (
In this case , we establish the persistence of invariant manifolds for certain perturbation of the cqs equation under even periodic boundary conditions
在这种情况下，我们对方程作了一些相平面分析，并得到了在扰动之后不变流行的保持性。
In chapter 2 , we discuss the existence of homoclinic orbits for a perturbed cubic - quintic nonlinear schrodinger ( cqs ) equation with even periodic boundary conditions
第二章研究三次?五次非线性schr ( ? ) dinger ( cqs )方程同宿轨道的不变性。
With the application of the periodic boundary condition ( pbc ) , the computing domain can be restricted to a single period , which greatly improve the computing efficiency and accuracy
本文通过采用时域有限差分算法( fdtd ) ,利用周期电磁结构中场所满足的周期性,引入周期边界条件,将计算空间限制在一个周期内。

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