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U.S.- France Cooperative Research(INRIA): Control of Oscillations

美法合作研究（INRIA）：振荡控制

基本信息

批准号：
0001522
负责人：
Roger Nussbaum
金额：
$ 1.1万
依托单位：
Rutgers University New Brunswick
依托单位国家：
美国
项目类别：
Standard Grant
财政年份：
2000
资助国家：
美国
起止时间：
2000-09-15 至 2006-08-31
项目状态：
已结题

来源：
https://www.nsf.gov/awardsearch/showAward?AWD_ID=0001522&HistoricalAwards=false
关键词：
U.S.France Cooperative Research INRIA

项目摘要

0001522NussbaumThis two-year award for U.S.-France cooperative research in computational mathematics and control theory involves Roger Nussbaum of Rutgers University, Sophie Bismuth of Leonardo Da Vinci University in Paris, Marianne Akian and Pierre-Alexandre Bliman of the French National Institute for Research in Computer Science and Engineering (INRIA) in Rocquencourt, France. The research collaboration is aimed at problems in control of oscillations. Certain nonlinear differential delay equations demonstrate oscillatory and even periodic behavior. Numerous examples of such systems may be found in biology, chemistry and mechanics. The investigators propose to consider problems related to analysis and synthesis of multi-dimensional systems with delays and relays. This award represents the U.S. side of a joint proposal to the NSF and the French National Institute for Research in Computer Science and Engineering (INRIA). NSF will cover travel funds and living expenses of the U.S. investigator. INRIA will support the French researchers' visits to the United States. The US investigators are expert in differential delay equations. This is complemented by French expertise in nonlinear control systems and behavior of systems with delays and period oscillations. The project will advance our understanding of the use of differential delay equations in industrial applications, for example, in controlling fuel/air ratios in internal combustion engines.

0001522努斯鲍姆这个为期两年的美国-法国计算数学和控制理论的合作研究涉及罗格斯大学的Roger Nussbaum，巴黎的列奥纳多达芬奇大学的Sophie Bisdom，法国国家计算机科学与工程研究所（INRIA）的Marianne Akian和Pierre-Alexandre Bliman。研究合作的目的是控制振荡的问题。某些非线性时滞微分方程具有振动性甚至周期性。在生物学、化学和力学中可以找到许多这样的系统的例子。研究人员建议考虑与分析和综合多维系统的延迟和继电器的问题。该奖项代表了美国方面向NSF和法国国家计算机科学与工程研究所（INRIA）提出的联合提案。 NSF将支付美国调查员的差旅费和生活费。 INRIA将支持法国研究人员访问美国。美国研究人员是微分延迟方程的专家。法国在非线性控制系统以及具有延迟和周期振荡的系统行为方面的专业知识对此进行了补充。该项目将推进我们对微分延迟方程在工业应用中的使用的理解，例如，在控制内燃机的燃料/空气比中。