The tunable multiple plasmon-induced transparency （PIT） effect is investigated numerically in a metal-insulator-metal （MIM） waveguide with three side-coupled rectangular resonators. The system exhibits dual-mode P...The tunable multiple plasmon-induced transparency （PIT） effect is investigated numerically in a metal-insulator-metal （MIM） waveguide with three side-coupled rectangular resonators. The system exhibits dual-mode PIT effects in the visible and near-infrared regions. By adjusting the geometrical parameters of the structure, we can manipulate not only each single PIT window, but also the double PIT windows simulta- neously. Our structures may have potential applications for optical communication, integrated optics, and optical information processing. The finite element method （FEM） illustrates our theoretical design.展开更多
基金Supported by the Open Fund （PLN0902） of State Key Laboratory of Oil and Reservoir Geology and Exploitation （Southwest Petroleum University）, and the National Natural Science Foundation of China under Grant No 10932010.
文摘convolutedness 的影响在在一个单身者弄湿液体的毛状的上升毛状曲折毛状被学习。由在时间为曲折毛状的、分析表情介绍扭曲和分数维的尺寸，毛状的上升的高度 / 重量的进化被获得。液体的积累的重量吸入进一个单身者，这被发现曲折毛状独立于形状一在 early rising 阶段毛状。[从作者抽象]
基金supported by the National Natural Science Foundation of China(Nos.51506184,51172194,11504139,and 11447149)the Natural Science Foundation of Jiangsu Province of China(No.BK20140167)the Nature Science Foundation of Xuzhou Institute of Technology(No.XKY2014206)
文摘The tunable multiple plasmon-induced transparency （PIT） effect is investigated numerically in a metal-insulator-metal （MIM） waveguide with three side-coupled rectangular resonators. The system exhibits dual-mode PIT effects in the visible and near-infrared regions. By adjusting the geometrical parameters of the structure, we can manipulate not only each single PIT window, but also the double PIT windows simulta- neously. Our structures may have potential applications for optical communication, integrated optics, and optical information processing. The finite element method （FEM） illustrates our theoretical design.
