Modified Scattering(修正散射)研究综述
Modified Scattering 修正散射 - We prove sharp L decay and modified scattering for a onedimensional dispersion-managed cubic nonlinear Schrödinger equation with small initial data chosen from a weighted Sobolev space. [1] The main novelty is the construction of modified wave operators, but we also obtain a new simple proof of modified scattering. [2] We will show the modified scattering for solutions. [3]我们证明了一个一维色散管理三次非线性薛定谔方程的急剧 L 衰减和修正散射，该方程具有从加权 Sobolev 空间中选择的小初始数据。 [1] 主要新颖之处在于修正波算子的构造，但我们也获得了修正散射的新简单证明。 [2] 我们将展示解决方案的修正散射。 [3]
modified scattering length
We classify universal regimes characterized by the different hierarchies of the Coulomb-modified scattering length aᴄ and D. [1] We show that, in contrast to neutral particles, an accurate description of charged particles requires both the Coulomb modified scattering length and the effective range. [2]我们对以库仑修正散射长度 aᴄ 和 D 的不同层次为特征的通用方案进行分类。 [1] 我们表明，与中性粒子相比，带电粒子的准确描述需要库仑修正散射长度和有效范围。 [2]
modified scattering matrix
Our modified scattering matrix and modified interacting fields are constructed with the use of the adiabatic limit which is expected to exist in arbitrary order of perturbation theory. [1] In this work a modified scattering matrix methods (SMM) are applied to study the effects of the collision frequency, incident angle, and plasma thickness on resonant absorption. [2]我们修改的散射矩阵和修改的相互作用场是使用绝热极限构建的，绝热极限预计存在于任意阶摄动理论中。 [1] 在这项工作中，应用改进的散射矩阵方法 (SMM) 来研究碰撞频率、入射角和等离子体厚度对共振吸收的影响。 [2]