U.S.-Germany Cooperative Research in Nonlinear Optics

美德非线性光学合作研究

• 批准号: 9200672
• 负责人: David Kaup
• 金额: $ 0.82万
• 依托单位: Clarkson University
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 1992
• 资助国家: 美国
• 起止时间: 1992-08-01 至 1996-01-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=9200672&HistoricalAwards=false
• 关键词: U.S.; Germany; Cooperative; Research; Nonlinear

This award supports Professor David J. Kaup of Clarkson University to collaborate in nonlinear optics research with Dr. Heinz Steudel of the Central Institute of Optics of the Academy of Science of Berlin, Germany. The objectives of their joint research are to develop new solutions and applications of integrable systems to nonlinear optics, including such phenomena as Stimulated Raman Scattering, Two- Photon Propagation, Superfluorescence, Three-Wave Interactions and Harmonic Generation. This modest support for Dr. Kaup's visits to Berlin and other forms of communication will add impetus to their collaboration which has been extremely productive recently. With current technology, it is possible to generate coherent pulses whose widths are on the order of, or less than, typical relaxation times. In these cases, entirely new coherent phenomena can occur which offer the possibility of new technological applications. While considerable effort has been devoted to the development of relevant mathematical techniques and solutions, very little work has been done to explain the experimental results. The collaborating U.S. and German scientists in this project have been involved for many years in the development of the mathematical descriptions of such coherent phenomena. They now propose to develop practical applications from the existing theoretical base.

该奖项支持教授大卫J.考普的 克拉克森大学合作研究非线性光学 中央研究所的海因茨·施托德尔博士的研究 中科院光学研究所 德国，柏林。 他们共同的目标 研究旨在开发新的解决方案和应用 非线性光学的可积系统，包括 这种现象如受激拉曼散射，双- 光子传输，超荧光，三波 相互作用和谐波产生。 这种温和 支持Kaup博士访问柏林和其他 沟通形式将为他们的发展增添动力 我们的合作非常富有成效 最近 以目前的技术， 相干脉冲，其宽度为，或 小于典型的弛豫时间。 在这些情况下， 可能会出现全新的连贯现象， 新技术应用的可能性。 虽然已作出相当大的努力， 发展相关的数学技术， 解决方案，很少有工作已经做了解释 实验结果。 合作的美国和 德国科学家参与了这个项目 多年来，在数学的发展中， 对这种连贯现象的描述。 他们现在 建议开发实际应用， 现有的理论基础。