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Methods for Nonlinear and Dynamic Optimization
Dynamic Optimization for Integrated Process Design and Operations
Mixed-integer and Disjunctive Programming; Mixed-integer Models for Planning ...
清华大学材料科学与工程研究院《材料科学论坛》学术报告:Introduction to 3D Prin...
报告题目:
ONE-DIMENSIONAL NANOSTRUCTURES AS SUBWAVELENGTH OPTICAL ELEMENTS FOR PHOTONICS INTEGRATION
 报告人:
杨培东 教授
Department of Chemistry, University of California, Berkeley, CA 94720
报告时间:
2005-05-25 16:00
报告地点:
清华-富士康纳米科技研究中心四楼报告厅
主办单位:
清华-富士康纳米科技研究中心
  简介:

ONE-DIMENSIONAL NANOSTRUCTURES AS SUBWAVELENGTH OPTICAL ELEMENTS FOR PHOTONICS INTEGRATION

Peidong Yang

Department of Chemistry, University of California, Berkeley, CA 94720

The manipulation of optical energy in structures smaller than the wavelength of light is key to the development of integrated photonic devices for computing, communications and sensing. Wide band gap semiconductor nanostructures with near-cylindrical geometry and large dielectric constants exhibit two-dimensional ultraviolet and visible photonic confinement (i.e. waveguiding). Combined with optical gain, the waveguiding behavior facilitates highly directional lasing at room temperature in controlled-growth nanowires with suitable resonant feedback. The nanowire optical emission has been studied in detail using high-resolution optical microscopy. This concept of using well-cleaved nanowires as natural optical cavities may be extendable to many other different semiconductor systems. We have further explored the properties and functions of individual ultralong crystalline oxide nanoribbons that act as subwavelength optical waveguides and assess their applicability as nanoscale photonic elements. The length, flexibility and strength of these structures enable their manipulation on surfaces, including the optical linking of nanoribbon waveguides and other nanowire elements to form networks and device components. We have demonstrated the assembly of ribbon waveguides with nanowire light sources and detectors as a first step toward building nanowire photonic circuitry.

 

 

 

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