论文标题
通过沿特征角度重新调节横向纽维尔方程
Regularizing the Cross-Newell equation by re-modulating along a characteristic angle
论文作者
论文摘要
提出了横向纽维尔方程的正则化。它基于沿特征的二次重新调节。这种新的特征跨新奖号不是各向同性的（具有首选的方向），而是通用（在$ \ eps $和方程式独立系数中均匀），具有第四个衍生物，并且生成了对滚动的局部解决方案。在金茨堡 - 兰道方程中重新调节卷卷用于说明该理论。
A regularization of the Cross-Newell equation is presented. It is based on a secondary re-modulation along characteristics. This new characteristic Cross-Newell equation is not isotropic (has preferred directions), but is universal (homogeneous in $\eps$ and equation independent coefficients), has fourth derivatives, and generates localized solutions that are bi-asymptotic to rolls. Re-modulation of rolls in the Ginzburg-Landau equation is used for illustration of the theory.
