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Floquet engineering to topological phases

创建于2022年12月01日 星期四作者 : 科研办 浏览量 :

主讲人:安钧鸿,兰州大学教授

时  间:202212210:00

腾讯会议:725-983-526

联系人:童庆军




讲座摘要:Floquet engineering, i.e., coherent control via periodic driving, has become a highly versatile tool in quantum control. The main idea resides in that the concept of energy spectrum in static systems can be completely inherited as the quasienergy spectrum in periodically driven systems according to Floquet theory. Many efforts have been devoted to explore non-trivial effects induced by periodic driving on quantum systems. In this talk, I will report that interesting nonequilibrium quantum phase transitions can be triggered by engineering non-trivial band-gap structure and bound states in the quasi-energy spectrum using periodic driving. I will clarify this idea by Floquet engineering to second-order topological semimetals (SOTSMs). Many exotic SOTSMs absent in natural materials, e.g., a widely tunable number of Dirac nodes and hinge Fermi arcs, the adjacent Dirac nodes with same chirality, and the coexisting Dirac nodal points and nodal loops, and hybrid-order Weyl semimetals with the coexisting hinge and surface Fermi arcs, are generated at ease by the periodic driving. By this, I want to deliver a message that Floquet engineering, as a time-dependent analog of the energy-band engineeringin the field of quantum material, supplies a convenient way to generate exotic topological matters by adding time-periodicity as a novel control dimension to quantum systems.




主讲人简介:安钧鸿,兰州大学教授。2005年在兰州大学获博士学位,并留校工作。2006年至2007年在台湾成功大学从事博士后,2007年至2014年在新加坡国立大学从事研究员、访问研究员;2011年受聘为教授;2013年入选教育部新世纪优秀人才支持计划;2016年入选甘肃省飞天学者;2017年入选中央军委科技委国防科技创新特区主题专家组专家;2019年入选国家“万人计划”青年拔尖人才。主要从事开放量子系统、周期性驱动等系统的非平衡量子物理研究。


Floquet engineering to topological phases

2022-12-01

作者:安钧鸿

浏览量:

主讲人:安钧鸿,兰州大学教授

时  间:202212210:00

腾讯会议:725-983-526

联系人:童庆军




讲座摘要:Floquet engineering, i.e., coherent control via periodic driving, has become a highly versatile tool in quantum control. The main idea resides in that the concept of energy spectrum in static systems can be completely inherited as the quasienergy spectrum in periodically driven systems according to Floquet theory. Many efforts have been devoted to explore non-trivial effects induced by periodic driving on quantum systems. In this talk, I will report that interesting nonequilibrium quantum phase transitions can be triggered by engineering non-trivial band-gap structure and bound states in the quasi-energy spectrum using periodic driving. I will clarify this idea by Floquet engineering to second-order topological semimetals (SOTSMs). Many exotic SOTSMs absent in natural materials, e.g., a widely tunable number of Dirac nodes and hinge Fermi arcs, the adjacent Dirac nodes with same chirality, and the coexisting Dirac nodal points and nodal loops, and hybrid-order Weyl semimetals with the coexisting hinge and surface Fermi arcs, are generated at ease by the periodic driving. By this, I want to deliver a message that Floquet engineering, as a time-dependent analog of the energy-band engineeringin the field of quantum material, supplies a convenient way to generate exotic topological matters by adding time-periodicity as a novel control dimension to quantum systems.




主讲人简介:安钧鸿,兰州大学教授。2005年在兰州大学获博士学位,并留校工作。2006年至2007年在台湾成功大学从事博士后,2007年至2014年在新加坡国立大学从事研究员、访问研究员;2011年受聘为教授;2013年入选教育部新世纪优秀人才支持计划;2016年入选甘肃省飞天学者;2017年入选中央军委科技委国防科技创新特区主题专家组专家;2019年入选国家“万人计划”青年拔尖人才。主要从事开放量子系统、周期性驱动等系统的非平衡量子物理研究。


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