秦宏，男，1968年生，中國科學技術大學核科學技術學院執行院長、近代物理系教授、中國科學院磁約束聚變中心主任，美國物理學會會士。
歷任普林斯頓電漿物理國家實驗室助理研究員、副研究員、研究員，併兼任普林斯頓大學天體物理系講座教授(Lecturer with the rank of Professor)和美國能源部重離子慣性約束聚變聯合實驗室理論部副主任。因在磁約束聚變電漿物理理論和強流加速器物理領域的突出貢獻，於2004年被授予“美國總統青年科學家工程師早期成就獎”和“美國能源部青年科學家工程師早期成就獎”。
近年來在國際上首先推動了電漿物理幾何理論和幾何算法的研究方向，在國際一類期刊上發表論文約130篇。
基本介紹
人物經歷,研究方向,主要貢獻,獲獎記錄,
人物經歷
- 1998年，美國普林斯頓大學，天體物理學（電漿物理），博士。
- 1993年，北京大學，空間物理，碩士。
- 1990年，北京大學，空間物理，學士。
- 2010- 中國科學技術大學近代物理系教授；
- 2010- 北京大學核科學技術研究院核能中心，主任（兼）；
- 2005-美國重離子聚變國家聯合實驗室，理論部副主任（兼）；
- 1998–2007，普林斯頓電漿物理國家實驗室，博士後、助理研究員、研究員。
研究方向
- 強流粒子束。
- 重離子慣性約束聚變。
- 高能量密度物理。
主要貢獻
已在國際一類期刊上發表了論文85篇,專著一部，並在重要的國際會議上作邀請報告24次。在幾何迴旋動力論與算法、高頻波的迴旋中心規範理論和算法、迴旋導心的變分辛幾何算法、強流粒子束中的集體效應的Vlasov-Maxwell理論和Delta-f模擬方法等方面做出了一系列開創性的工作。
近期代表性文章：
1.Volume-preserving algorithms for charged particle dynamics, Yang He, Yajuan Sun, Jian Liu, Hong Qin, Journal of Computational Physics 281, 135 (2015)。
2.Field theory and weak Euler-Lagrange equation for classical particle-field systems, Hong Qin, Joshua W. Burby, and Ronald C. Davidson, Phys. Rev. E 90, 043102 (2014).
3.Variational integration for ideal magnetohydrodynamics with built-in advection equations, Yao Zhou, Hong Qin, J. W. Burby and A. Bhattacharjee, Phys. Plasmas 21 , 102109 (2014).
4.Two-stream instability with time-dependent drift velocity, Hong Qin and Ronald C. Davidson , Phys. Plasmas 21 , 064505 (2014).
5.What is the fate of runaway positrons in tokamaks?Jian Liu, Hong Qin, Nathaniel J. Fisch, Qian Teng and Xiaogang Wang, Phys. Plasmas 21, 064503 (2014).
6.Analytical methods for describing charged particle dynamics in general focusing lattices using generalized Courant-Snyder theory,Hong Qin, Ronald C. Davidson, Joshua W. Burby and Moses Chung, Physical Review Special Topics – Accelerators and Beams 17, 044001 (2014).
7.Canonicalization and symplectic simulation of the gyrocenter dynamics in time-independent magnetic fields, Ruili Zhang, Jian Liu, Yifa Tang, Hong Qin, Jianyuan Xiao and Beibei Zhu, Phys. Plasmas 21, 032504 (2014)
8.Hamiltonian Mechanics of Stochastic Acceleration, J. W. Burby, A. I. Zhmoginov, and H. Qin, Phys. Rev. Lett. 111, 195001 (2013).
9.A variational multi-symplectic particle-in-cell algorithm with smoothing functions for the Vlasov-Maxwell system, Jianyuan Xiao, Jian Liu , Hong Qin, and Zhi Yu, Phys. Plasmas 20, 102517 (2013).
10.On plasma rotation induced by waves in tokamaks, Xiaoyin Guan, I. Y. Dodin, Hong Qin, Jian Liu, and N. J. Fisch, Phys. Plasmas 20, 102105 (2013).
11.Generalized Courant-Snyder Theory for Charged-Particle Dynamics in General Focusing Lattices,Hong Qin, Ronald C. Davidson, Moses Chung, and Joshua W. Burby, Phys. Rev. Lett. 111, 104801 (2013).
12.Why is Boris algorithm so good?Hong Qin, Shuangxi Zhang, Jianyuan Xiao, Jian Liu, Yajuan Sun, and William M. Tang, Phys. Plasmas 20, 084503 (2013).
13.Class of Generalized Kapchinskij-Vladimirskij Solutions and Associated Envelope Equations for High-Intensity Charged-Particle Beams, Hong Qin and Ronald C. Davidson, Phys. Rev. Lett. 110, 064803 (2013).
14.The Hamiltonian structure and Euler-Poincaré formulation of the Vlasov-Maxwell and gyrokinetic systemsJ. Squire,H. Qin,W. M. Tang, andC. Chandre, Phys. Plasmas.
15.On the toroidal plasma rotations induced by lower hybrid waves,Xiaoyin Guan,Hong Qin,Jian Liu, andNathaniel J. Fisch, Phys. Plasmas.
16.Toroidal precession as a geometric phase, J. W. Burby and H. Qin, Phys. Plasmas 20, 012511 (2013)
17.Woltjer-Taylor State without Taylor’s Conjecture: Plasma Relaxation at all Wavelengths, Hong Qin, Wandong Liu, Hong Li, and Jonathan Squire, Phys. Rev. Lett. 109, 235001 (2012).
18.Gyrosymmetry: Global considerations, J. W. Burby and H. Qin, Phys. Plasmas 19, 052106 (2012)
19.Geometric phase of the gyromotion for charged particles in a time-dependent magnetic field, J. Liu and H. Qin, Physics of Plasmas 18, 072505 (2011).
20.Centroid and envelope dynamics of high-intensity charged particle beams in an external focusing lattice and oscillating wobbler, H. Qin, R. C. Davidson, and B. Grant Logan, Phys. Rev. Lett. 104, 254801 (2010).
21.Generalized Kapchinskij-Vladimirskij Distribution and Envelope Equation for High-Intensity Beams in a Coupled Transverse Focusing Lattice, H. Qin, M. Chung, and R. C. Davidson, Phys. Rev. Lett. 103, 224802 (2009).
22.A Variational Symplectic Integrator for the Guiding Center Motion of Charged Particles for Long Time Simulations in General Magnetic Fields, H. Qin and X. Guan, Phys. Rev. Lett. 100, 035006 (2008).
23.Geometric Gyrokinetic Theory for Edge Plasmas, H. Qin, R. H. Cohen, W. M. Nevins, and X. Q. Xu, Physics of Plasmas 14, 056110 (2007).
24.An Exact Magnetic Moment Invariant of Charged Particle Gyromotion, H. Qin and R. C. Davidson, Phys. Rev. Lett. 96, 085003 (2006).
25.Pull-back Transformation in Gyrokinetic Theory, H. Qin and W. M. Tang, Physics of Plasmas 11, 1052 (2004).
26.Gyro-center Gauge Kinetic Theory, H. Qin, W. M. Tang, and W. W. Lee, Physics of Plasmas 7, 4433 (2000)
27.3D Multispecies Nonlinear Perturbative Particle Simulations of Collective Processes in Intense Particle Beams, H. Qin, R. C. Davidson, and W. W. Lee, Physical Review Special Topics -- Accelerators and Beams 3, 084401 (2000).
28.Linear Gyrokinetic Theory for Kinetic Magnetohydrodynamics Eigenmodes in Tokamak Plasmas, H. Qin, W. M. Tang, and G. Rewoldt, Physics of Plasmas 6, 2544-2562 (1999).
29.Gyrokinetic Perpendicular Dynamics, H. Qin, W. M. Tang, W. W. Lee, G. Rewoldt, Physics of Plasmas 6, 1575-1588 (1999).
30.Gyrokinetic Theory for Arbitrary Wavelength Electromagnetic Modes in Tokamaks, H. Qin, W.M. Tang and G. Rewoldt, Physics of Plasmas 5, 1035 (1998).
5.What is the fate of runaway positrons in tokamaks?Jian Liu, Hong Qin, Nathaniel J. Fisch, Qian Teng and Xiaogang Wang, Phys. Plasmas 21, 064503 (2014).
6.Analytical methods for describing charged particle dynamics in general focusing lattices using generalized Courant-Snyder theory,Hong Qin, Ronald C. Davidson, Joshua W. Burby and Moses Chung, Physical Review Special Topics – Accelerators and Beams 17, 044001 (2014).
7.Canonicalization and symplectic simulation of the gyrocenter dynamics in time-independent magnetic fields, Ruili Zhang, Jian Liu, Yifa Tang, Hong Qin, Jianyuan Xiao and Beibei Zhu, Phys. Plasmas 21, 032504 (2014)
8.Hamiltonian Mechanics of Stochastic Acceleration, J. W. Burby, A. I. Zhmoginov, and H. Qin, Phys. Rev. Lett. 111, 195001 (2013).
9.A variational multi-symplectic particle-in-cell algorithm with smoothing functions for the Vlasov-Maxwell system, Jianyuan Xiao, Jian Liu , Hong Qin, and Zhi Yu, Phys. Plasmas 20, 102517 (2013).
10.On plasma rotation induced by waves in tokamaks, Xiaoyin Guan, I. Y. Dodin, Hong Qin, Jian Liu, and N. J. Fisch, Phys. Plasmas 20, 102105 (2013).
11.Generalized Courant-Snyder Theory for Charged-Particle Dynamics in General Focusing Lattices,Hong Qin, Ronald C. Davidson, Moses Chung, and Joshua W. Burby, Phys. Rev. Lett. 111, 104801 (2013).
12.Why is Boris algorithm so good?Hong Qin, Shuangxi Zhang, Jianyuan Xiao, Jian Liu, Yajuan Sun, and William M. Tang, Phys. Plasmas 20, 084503 (2013).
13.Class of Generalized Kapchinskij-Vladimirskij Solutions and Associated Envelope Equations for High-Intensity Charged-Particle Beams, Hong Qin and Ronald C. Davidson, Phys. Rev. Lett. 110, 064803 (2013).
14.The Hamiltonian structure and Euler-Poincaré formulation of the Vlasov-Maxwell and gyrokinetic systemsJ. Squire,H. Qin,W. M. Tang, andC. Chandre, Phys. Plasmas.
15.On the toroidal plasma rotations induced by lower hybrid waves,Xiaoyin Guan,Hong Qin,Jian Liu, andNathaniel J. Fisch, Phys. Plasmas.
16.Toroidal precession as a geometric phase, J. W. Burby and H. Qin, Phys. Plasmas 20, 012511 (2013)
17.Woltjer-Taylor State without Taylor’s Conjecture: Plasma Relaxation at all Wavelengths, Hong Qin, Wandong Liu, Hong Li, and Jonathan Squire, Phys. Rev. Lett. 109, 235001 (2012).
18.Gyrosymmetry: Global considerations, J. W. Burby and H. Qin, Phys. Plasmas 19, 052106 (2012)
19.Geometric phase of the gyromotion for charged particles in a time-dependent magnetic field, J. Liu and H. Qin, Physics of Plasmas 18, 072505 (2011).
20.Centroid and envelope dynamics of high-intensity charged particle beams in an external focusing lattice and oscillating wobbler, H. Qin, R. C. Davidson, and B. Grant Logan, Phys. Rev. Lett. 104, 254801 (2010).
21.Generalized Kapchinskij-Vladimirskij Distribution and Envelope Equation for High-Intensity Beams in a Coupled Transverse Focusing Lattice, H. Qin, M. Chung, and R. C. Davidson, Phys. Rev. Lett. 103, 224802 (2009).
22.A Variational Symplectic Integrator for the Guiding Center Motion of Charged Particles for Long Time Simulations in General Magnetic Fields, H. Qin and X. Guan, Phys. Rev. Lett. 100, 035006 (2008).
23.Geometric Gyrokinetic Theory for Edge Plasmas, H. Qin, R. H. Cohen, W. M. Nevins, and X. Q. Xu, Physics of Plasmas 14, 056110 (2007).
24.An Exact Magnetic Moment Invariant of Charged Particle Gyromotion, H. Qin and R. C. Davidson, Phys. Rev. Lett. 96, 085003 (2006).
25.Pull-back Transformation in Gyrokinetic Theory, H. Qin and W. M. Tang, Physics of Plasmas 11, 1052 (2004).
26.Gyro-center Gauge Kinetic Theory, H. Qin, W. M. Tang, and W. W. Lee, Physics of Plasmas 7, 4433 (2000)
27.3D Multispecies Nonlinear Perturbative Particle Simulations of Collective Processes in Intense Particle Beams, H. Qin, R. C. Davidson, and W. W. Lee, Physical Review Special Topics -- Accelerators and Beams 3, 084401 (2000).
28.Linear Gyrokinetic Theory for Kinetic Magnetohydrodynamics Eigenmodes in Tokamak Plasmas, H. Qin, W. M. Tang, and G. Rewoldt, Physics of Plasmas 6, 2544-2562 (1999).
29.Gyrokinetic Perpendicular Dynamics, H. Qin, W. M. Tang, W. W. Lee, G. Rewoldt, Physics of Plasmas 6, 1575-1588 (1999).
30.Gyrokinetic Theory for Arbitrary Wavelength Electromagnetic Modes in Tokamaks, H. Qin, W.M. Tang and G. Rewoldt, Physics of Plasmas 5, 1035 (1998).
