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张帆
发布时间:2019-08-07     文章来源:

个人信息简介

姓名:张帆

 

学历:博士

职称:副教授

邮箱:fnzhang@bnu.edu.cn

教育经历

2008–2013 物理学博士(+硕士), 加州理工学院, 美国 论文题目: 研究动态时空的工具

2004–2005 科学硕士, 剑桥大学 (圣三一一学院), 英国 自然科学, 第三部分, 一等优异成绩

2001–2004 学士 (+硕士), 剑桥大学 (圣三一一学院), 英国 计算机科学, 第一A部分, 一等优异成绩 自然科学, 第一B及第二部分, 一等优异成绩 (获学院高等奖学金)

工作经历

1.2014–今 北京师范大学天文系副教授 ;

2. 2014–今 西弗吉尼亚大学物理和天文系兼职助理教授 ;

3.2013–2014 西弗吉尼亚大学物理和天文系博士后研究员;

4. 2005–2008 高盛集团(伦敦)量化分析师承担课程

著作论文

[1] F. Zhang. Modeling the rising tails of galaxy rotation curves. Galaxies, 7(1):27, January 2019.

[2] F. Zhang. Pulsar current sheet Cerenkov radiation. Astronomy & Astrophysics, 612:A24, April 2018.

[3] L. Lindblom, N. W. Taylor, and F. Zhang. Scalar, vector and tensor harmonics on the three-sphere. General Relativity and Gravitation, 49:139, November 2017.

[4] Y. Zhou and F. Zhang. Equation of State Dependence of Nonlinear Mode-tide Coupling in Coalescing Binary Neutron Stars. The Astrophysical Journal, 849:114, November 2017.

[5] F. Zhang. Neutrinos propagating in curved spacetimes. European Physical Journal Plus, 132:446, October 2017.

[6] F. Zhang. Pulsar magnetospheric convulsions induced by an external magnetic field. Astronomy & Astrophysics, 598:A88, January 2017.

[7] H. Yang and F. Zhang. Plasma-wave generation in a dynamic spacetime. The Astrophysical Journal, 817(2):183, August 2016.

[8] F. Zhang. Accumulative coupling between magnetized tenuous plasma and gravitational waves. Physical Review D, 94(2):024048, July 2016.

[9] F. Zhang. Intrinsic electromagnetic variability in celestial objects containing rapidly spinning black holes. The Astrophysical Journal, 818(1):82, February 2016.

[10] F. Zhang, S. T. McWilliams, and H. P. Pfeiffer. Stability of exact force-free electrodynamic solutions and scattering from spacetime curvature. Physical Review D, 92(2):024049, July 2015.

[11] H. Yang, F. Zhang, and L. Lehner. Magnetosphere of a Kerr black hole immersed in magnetized plasma and its perturbative mode structure. Physical Review D, 91(12):124055, June 2015.

[12] H. Yang, F. Zhang, S. R. Green, and L. Lehner. Coupled oscillator model for nonlinear gravitational perturbations. Physical Review D, 91(8):084007, April 2015.

[13] F. Zhang, H. Yang, and L. Lehner. Towards an understanding of the force-free magnetosphere of rapidly spinning black holes. Physical Review D, 90(12):124009, December 2014.

[14] H. Yang and F. Zhang. Stability of force-free magnetospheres. Physical Review D, 90(10):104022, November 2014.

[15] H. Yang, F. Zhang, A. Zimmerman, and Y. Chen. Scalar Green function of the Kerr spacetime. Physical Review D, 89(6):064014, March 2014.

[16] F. Zhang and B. Szil´agyi. Joint approach for reducing eccentricity and spurious gravitational radiation in binary black hole initial data construction. Physical Review D, 88(8):084033, October 2013.

[17] H. Yang, A. Zimmerman, A. Zengino˘glu, F. Zhang, E. Berti, and Y. Chen. Quasinormal modes of nearly extremal Kerr spacetimes: Spectrum bifurcation and power-law ringdown. Physical Review D, 88(4):044047, August 2013.

[18] H. Yang, F. Zhang, A. Zimmerman, D. A. Nichols, E. Berti, and Y. Chen. Branching of quasinormal modes for nearly extremal Kerr black holes. Physical Review D, 87(4):041502, February 2013.

[19] D. A. Nichols, A. Zimmerman, Y. Chen, G. Lovelace, K. D. Matthews, R. Owen, F. Zhang, and K. S. Thorne. Visualizing spacetime curvature via frame-drag vortexes and tidal tendexes. III. Quasinormal pulsations of Schwarzschild and Kerr black holes. Physical Review D, 86(10):104028, November 2012.

[20] H. Yang, D. A. Nichols, F. Zhang, A. Zimmerman, Z. Zhang, and Y. Chen. Quasinormal-mode spectrum of Kerr black holes and its geometric interpretation. Physical Review D, 86(10):104006, November 2012.

[21] F. Zhang, J. Brink, B. Szil´agyi, and G. Lovelace. Geometricallymotivatedcoordinatesystemforexploringspacetimedynamicsinnumerical-relativitysimulationsusingaquasiKinnersley tetrad. Physical Review D, 86(8):084020, October 2012.

[22] F. Zhang, A. Zimmerman, D. A. Nichols, Y. Chen, G. Lovelace, K. D. Matthews, R. Owen, and K. S. Thorne. Visualizing spacetime curvature via frame-drag vortexes and tidal tendexes. II. Stationary black holes. Physical Review D, 86(8):084049, October 2012.

[23] D.A.Nichols,R.Owen,F.Zhang,A.Zimmerman,J.Brink,Y.Chen,J.D.Kaplan,G.Lovelace,K.D.Matthews,M.A.Scheel, and K. S. Thorne. Visualizing spacetime curvature via frame-drag vortexes and tidal tendexes: General theory and weak-gravity applications. Physical Review D, 84(12):124014, December 2011.

[24] A. Zimmerman, D. A. Nichols, and F. Zhang. Classifying the isolated zeros of asymptotic gravitational radiation by tendex and vortex lines. Physical Review D, 84(4):044037, August 2011.

[25] R.Owen,J.Brink,Y.Chen,J.D.Kaplan,G.Lovelace,K.D.Matthews,D.A.Nichols,M.A.Scheel,F.Zhang,A.Zimmerman, and K. S. Thorne. Frame-Dragging Vortexes and Tidal Tendexes Attached to Colliding Black Holes: Visualizing the Curvature of Spacetime. Physical Review Letters, 106(15):151101, April 2011.