Condensed Matter Theory

凝聚态理论

• 批准号: 0342157
• 负责人: Steven Girvin
• 金额: $ 54万
• 依托单位: Yale University
• 依托单位国家: 美国
• 项目类别: Continuing Grant
• 财政年份: 2003
• 资助国家: 美国
• 起止时间: 2003-12-01 至 2007-11-30
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=0342157&HistoricalAwards=false
• 关键词: Condensed; Matter; Theory

This award supports theoretical research in condensed matter physics. The research includes investigations of the quantum and statistical mechanics of diverse important quantum phases of matter including such topics as: quantum magnets, quantum coherence in mesoscopic devices, novel correlated states of atoms in condensates and optical lattices, two-dimensional electron gases and bilayer systems. Analytical as well as quantum and classical Monte Carlo and other numerical techniques will be applied to the study of these phenomena. New numerical techniques with wide applicability will be sought, developed and investigated. This work will advance our knowledge on these broad fronts and will make close contact with experiment.The research has an interdisciplinary component which brings together ideas and methods used in the condensed matter and atomic physics communities and will help foster communication between these two groups. Postdoctoral fellows, graduate students and undergraduates will all be trained in these areas. Results will be disseminated widely including through the Boulder Summer School.%%%This award supports theoretical research in condensed matter physics. The research includes investigations of the quantum and statistical mechanics of diverse important quantum phases of matter including such topics as: quantum magnets, quantum coherence in mesoscopic devices, novel correlated states of atoms in condensates and optical lattices, two-dimensional electron gases and bilayer systems. Analytical as well as quantum and classical Monte Carlo and other numerical techniques will be applied to the study of these phenomena. New numerical techniques with wide applicability will be sought, developed and investigated. This work will advance our knowledge on these broad fronts and will make close contact with experiment.The research has an interdisciplinary component which brings together ideas and methods used in the condensed matter and atomic physics communities and will help foster communication between these two groups. Postdoctoral fellows, graduate students and undergraduates will all be trained in these areas. Results will be disseminated widely including through the Boulder Summer School.***

该奖项支持凝聚态物理学的理论研究。 该研究包括对物质的各种重要量子相的量子和统计力学的调查，包括以下主题：量子磁体，介观器件中的量子相干性，凝聚体和光学晶格中原子的新相关态，二维电子气和双层系统。 分析以及量子和经典蒙特卡罗和其他数值技术将被应用到这些现象的研究。 将寻求、发展和研究具有广泛适用性的新的数值技术。 这项工作将推进我们在这些广泛领域的知识，并将与实验密切联系。这项研究具有跨学科的组成部分，汇集了凝聚态和原子物理学界使用的思想和方法，并将有助于促进这两个群体之间的沟通。 博士后研究员、研究生和本科生都将接受这些领域的培训。 结果将通过博尔德暑期学校等方式广泛传播。%该奖项支持凝聚态物理学的理论研究。 该研究包括对物质的各种重要量子相的量子和统计力学的调查，包括以下主题：量子磁体，介观器件中的量子相干性，凝聚体和光学晶格中原子的新相关态，二维电子气和双层系统。 分析以及量子和经典蒙特卡罗和其他数值技术将被应用到这些现象的研究。 将寻求、发展和研究具有广泛适用性的新的数值技术。 这项工作将推进我们在这些广泛领域的知识，并将与实验密切联系。这项研究具有跨学科的组成部分，汇集了凝聚态和原子物理学界使用的思想和方法，并将有助于促进这两个群体之间的沟通。 博士后研究员、研究生和本科生都将接受这些领域的培训。 研究结果将广泛传播，包括通过博尔德暑期学校进行传播。