祁楷  男    中国科学院上海微系统与信息技术研究所
电子邮件: kqi@mail.sim.ac.cn
通信地址: 上海市平城路1455号新微大厦A座
邮政编码:

研究领域

软物质、活性物质流体力学模拟,分子动力学模拟

平衡态体系相变研究,蒙特卡罗模拟

二维材料流体力学模拟及制备

课题组主页:https://www.x-mol.com/groups/Qi_Kai?lang=zh

招生信息


招生专业
080501-材料物理与化学
招生方向
凝聚态物理理论、计算模拟
软物质,二维材料
流体力学模拟,蒙特卡罗模拟,分子动力学模拟

教育背景

2010-08--2016-05   美国佐治亚大学   博士学位
2006-09--2010-06   南京大学   学士学位

工作经历

   
工作简历
2022-04~现在, 中国科学院上海微系统与信息技术研究所, 青年研究员
2020-02~2022-01,瑞士洛桑联邦理工学院, 博士后
2016-08~2019-12,德国于利希研究所, 博士后

专利与奖励

   

出版信息

   
发表论文
(1) Emergence of active turbulence in microswimmer suspensions due to active hydrodynamic stress and volume exclusion, COMMUNICATIONS PHYSICS, 2022, 第 1 作者
(2) Rheotaxis of spheroidal squirmers in microchannel flow: Interplay of shape, hydrodynamics, active stress, and thermal fluctuations, PHYSICAL REVIEW RESEARCH, 2020, 第 1 作者
(3) Enhanced Rotational Motion of Spherical Squirmer in Polymer Solutions, PHYSICAL REVIEW LETTERS, 2020, 通讯作者
(4) Influence of bonded interactions on structural phases of flexible polymers, JOURNAL OF CHEMICAL PHYSICS, 2019, 通讯作者
(5) Classification of Phase Transitions by Microcanonical Inflection-Point Analysis, PHYSICAL REVIEW LETTERS, 2018, 通讯作者
(6) Clustering of microswimmers: interplay of shape and hydrodynamics, SOFT MATTER, 2018, 第 3 作者
(7) The impact of bonded interactions on the ground-state geometries of a small flexible polymer, Institute of Physics Publishing Ltd., 2016, 第 2 作者
(8) An Alternative Indicator for the Collapse Transition: Autocorrelation Time, Physics Procedia, 2015, 第 1 作者
(9) Autocorrelation study of the Theta transition for a coarse-grained polymer model, JOURNAL OF CHEMICAL PHYSICS, 2014, 通讯作者
(10) Phase diagram of ferromagnetic XY model with nematic coupling on a triangular lattice, JOURNAL OF MAGNETISM AND MAGNETIC MATERIALS, 2013, 

科研活动

   
科研项目
( 1 ) 介观复杂系统的仿真模拟研究(启动经费项目), 负责人, 研究所自选, 2022-04--2028-04
参与会议
(1)Investigation of the exfoliation of multilayer graphene in shear flows: a Lattice Boltzmann study   Kai Qi   2021-09-16
(2)Unravel the rotational properties of a squirmer in viscoelastic fluids   Kai Qi   2021-03-23
(3)Unravel the rotational properties of a squirmer in viscoelastic fluids   Kai Qi   2021-03-16
(4)Unravel the rotational properties of a squirmer in viscoelastic fluids   Kai Qi   2020-12-15
(5)Enhanced Rotational Diffusion of a Spherical Squirmer in Viscoelastic Fluid   Kai Qi   2020-12-02
(6)Enhanced Rotational Diffusion of a Spherical Squirmer in Viscoelastic Fluid   Kai Qi   2019-04-13
(7)A Spheroidal Squirmer in Shear Flow   Kai Qi   2018-03-15
(8)The effects of bonded interactions on the structural phase properties of flexible elastic homopolymer   Kai Qi   2016-03-17
(9)An Alternative Indicator for the Collapse Transition: Autocorrelation Time   Kai Qi   2015-11-23
(10)Unleasing the power of microcanonical inflection-point analysis: the principle of minimal sensitivity   Kai Qi   2015-03-02
(11)Autocorrelation study for a coarse-grained polymer model   2013-10-28