EE论坛（353期）：The Self-Consistent Theoretical Model and Numerical Method for Incorporating the Gain into Dispersive Nanostructures
讲座题目：The Self-Consistent Theoretical Model and Numerical Method for Incorporating the Gain into Dispersive Nanostructures
报告简介：The field of metamaterials has seen spectacular progress. Most metamaterials have a metal-based nanostructure and eventually suffer from conductor losses at optical frequencies, which are still orders of magnitude too large for realistic applications. In addition, metamaterials’ losses become an increasingly important issue when moving from multiple metal-based metamaterial layers to the bulk case. Thus, the need for reducing or even compensating for the losses is a key challenge for metamaterials’ technologies. One promising way of overcoming the losses is based on introducing the gain material to the metamaterial.In this talk, we will present a self-consistent model incorporating the gain into a dispersive metamaterialnanostructurea and systematic theoretical model for pump-probe experiments of metallic metamaterials coupled with the gain material, described by a generic four-level atomic system.
Title: The Self-Consistent Theoretical Model and Numerical Method for Incorporating the Gain into Dispersive Nanostructures
主讲人简介：黄志祥，安徽大学教授、博导。主要从事辛算法理论、激光场与电磁场耦合建模、典型粒子散射等方面研究。为国家自然科学基金优秀青年基金、教育部新世纪优秀人才、安徽省杰出青年基金获得者；入选安徽省学术与技术带头人。在Physical Review Letters、ACS Photonics、IEEE系列等期刊上发表SCI收录论文60余篇，出版中文专著1部，英文专著2章节；曾获安徽省科技进步奖二等奖、三等奖各一项。