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Applications of Non-Self-Adjoint Operator Theory to the Singularity Expansion Method (SEM) and to the Eigenmode Expansion Method (EEM) in Acoustic and Electromagnetic Problems

机译：非自伴算子理论在声学和电磁问题奇异展开法（sEm）和本征模扩展法（EEm）中的应用

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This document contains six papers entitled: 1) On some mathematical aspects of SEM(Singularity Expansion Method), EEM(Eigenmode Expansion Method) and scattering; 2) On the singularity and eigenmode expansion methods; 3) Mathematical foundations of the singularity and eigenmode expansion methods; 4) Convergence of the T-matrix approach to scattering theory; 5) Convergence of the T-matrix approach in scattering theory, II; and 6) Variational principles for resonances, II.

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作者
Dolph, C. L.;
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年度 1983
页码 p.1-6
总页数 6
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Operators(Mathematics); Electromagnetic properties; Acoustic properties; Numerical methods and procedures; Scattering; Greens function; Convergence; Matrices(Mathematics); Integral equations; Banach space;

机译：算子（数学）;电磁特性;声学特性;数值方法和程序;散射;格林函数;收敛;矩阵（数学）;积分方程; Banach空间;

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专利

1. Application of the matrix pencil method for estimating the SEM (singularity expansion method) poles of source-free transient responses from multiple look directions [J] . Sarkar T.K., Sheeyun Park IEEE Transactions on Antennas and Propagation . 2000,第4期

机译：矩阵笔法在估计多视角无源瞬态响应的SEM（奇异扩展法）极点中的应用
2. Application of the matrix pencil method for estimating the SEM(singularity expansion method) poles of source-free transient responsesfrom multiple look directions [J] . Sarkar T.K., Sheeyun Park, Jinhwan Koh, IEEE Transactions on Antennas and Propagation . 2000,第4期

机译：矩阵笔法在多视点方向估计无源瞬态响应的SEM极点中的应用
3. Application of the finite-element method and the eigenmode expansion method to investigate the periodic and spectral characteristic of discrete phase-shift fiber Bragg grating [J] . Yue-Jing He, Wei-Chih Hung, Cheng-Jyun Syu Optical engineering . 2017,第12期

机译：应用有限元法和本征模展开法研究离散相移光纤布拉格光栅的周期和光谱特性
4. Radargram Filter Using Singularity Expansion Method (SEM) [C] . Eder Fabian Ruiz, Daniel Chaparro-Arce, John J. Pantoja, IEEE International Conference on Computational Electromagnetics . 2020

机译：使用奇异扩展法（SEM）的雷达图过滤器
5. Resolvent Estimates and Semigroup Expansions for Non-self-adjoint Schrodinger Operators [D] . Bellis, Ben 2018

机译：非自伴薛定inger算子的溶剂估计和半群展开
6. Using Finite Element and Eigenmode Expansion Methods to Investigate the Periodic and Spectral Characteristic of Superstructure Fiber Bragg Gratings [O] . Yue-Jing He, Wei-Chih Hung, Zhe-Ping Lai 2016

机译：用有限元和本征模展开法研究超结构光纤布拉格光栅的周期和光谱特性
7. Mathematical foundations of the singularity and eigenmode expansion methods (SEM and EEM) [O] . Ramm A.G 1982

机译：奇异性和本征模展开方法（SEM和EEM）的数学基础
8. Applications of Non-Self-Adjoint Operator Theory to the Singularity Expansion Method (SEM) and to the Eigenmode Expansion Method (EEM) in Acoustic and Electromagnetic Problems. [R] . Dolph, C. L. 1983

机译：非自伴算子理论在声学和电磁问题奇异展开法（sEm）和特征模扩展法（EEm）中的应用。

Applications of Non-Self-Adjoint Operator Theory to the Singularity Expansion Method (SEM) and to the Eigenmode Expansion Method (EEM) in Acoustic and Electromagnetic Problems

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