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丁子敬
2023-05-10 19:50
  • 丁子敬
  • 丁子敬 - 教授 博导-哈尔滨工业大学-能源科学与工程学院-个人资料

近期热点

资料介绍

个人简历


Education
2005-2009, Xi'an Jiaotong University, Mechanics, Bachelor
2009-2012, Institute of Mechanics, The University of CAS, Fluid Mechanics, Master
2012-2016, Nanyang Technological University, Fluid Mechanics, PhD
Research Experiences
2016.09-12, Mechanical Engineering, University of Hongkong,Postdoc Assistant
2017.04-10, Mathematics, University of Bristol, Postdoc Associate (EPSRC-funded)
2017-2020, DAMTP, University of Cambridge, Postdoc Associate (EPSRC-funded)
2020-now, SESE, Harbin Institute of Technology, Professor
Collaboration
Prof. R.R. Kerswell @ DAMTP, University of Cambridge (G.I. Taylor Professor of Fluid Mechanics)
Prof. C. Yang @ MAE, Nanyang Technological University
Assoc Prof. Wong @ MAE, Nanyang Technological University
Dr. A.P. Willis @ Mathematics, University of Sheffield (Senior Lecturer)
Dr. E. Marensi @ Mathematics, University of Sheffield, now IST, Austria
Dr. B. Wen @ Mathematics, University of Michigan
Dr. R. Liu @ MEE, Guilin University of Electronic technology (Previously at IMech, CAS)
Assoc Prof. Y. Chen @ National Defense University

研究领域


1. Nonlinear Dynamics
2. Extracting Scaling Laws in Turbulence Using Optimisation Approach
3. Turbulent Drag Reduction using Optimisation Approach
4. Flow Instability in Multi-Field""

近期论文


Articles in Journal of Fluid Mechanics (* Corresponding Author)
Z. Ding* & J. Wu, Coherent heat transport in 2D penetrative Rayleigh-Bénard convection, minor revision, 2021.
R. Liu & Z. Ding*, Coating flows down a vertical fibre: the full Navier-Stokes problem, invited by Prof Paul Linden for G.K. Batchelor's 100 anniversary, Vol914, 2021.
Z. Ding*, E. Marensi, A.P. Willis, R.R. Kerswell, Stabilising pipe flow by a baffle designed using energy stability, Vol902, 2020
E. Marensi*, Z. Ding, A.P. Willis, R.R. Kerswell, Designing a minimal baffle to destabilise turbulence in pipe flows, Vol900, 2020
R. Liu & Z. Ding*, Instabilities and bifurcations of liquid films flowing down a rotating fibre, Vol 899, 2020
Z. Ding* & R.R. Kerswell*, Exhausting the background approach for bounding the heat transport in Rayleigh-Benard convection, Vol 889, 2020
Z. Ding* & A.P. Willis, Relative periodic soutions in conducting liquid films flowing ddown vertical fibres, Vol 873, 2019
Z. Ding* & T.N. Wong*, Electrohydrodynamic instability of miscible core-annular flows with electrical conductivity stratification, Vol 764, 2015
Z. Ding*, J. Xie, T.N. Wong*, R. Liu, Dynamics of liquid films on vertical fibers in a radial electric field, Vol 752, 2014
Articles in Physical Review E (* Corresponding Author)
Z. Ding* & E. Marensi, Upper bound on angular momentum transport in Taylor-Couette flow, Vol 100, 2019
Y. Chao & Z. Ding*, Thermocapillary thin-film flows on a compliant substrate, Vol 99, 2019
R. Liu, X. Chen & Z. Ding*, Absolute and convective instabilities of a film flow down a vertical fiber subjected to a radial electric field, Vol 97, 2018
R. Liu* & Z. Ding*, Stability of viscous film flow coating the interior of a vertical tube with a porous wall, Vol 95, 2017
Z. Ding* & T.N. Wong*, Electrohydrodynamic instability in an annular liquid layer with radial conductivity gradients, Vol 89, 2014
Z. Ding & Q. Liu*, Stability of liquid films on a porous vertical cylinder, Vol 84, 2011
Articles in Physics of Fluids (* Corresponding Author)
Z. Ding & R. Liu*, Comment on “Stability analysis of the rimming flow inside a uniformly heated rotating horizontal cylinder” [Phys. Fluids 29, 032102 (2017)], Vol 29, 2017
Z. Ding, R. Liu, Z. Liu*, Interfacial instabilities in two immiscible flows in an annular duct: Shear-thinning fluids surrounded with Newtonian fluids, Vol 29, 2017
Z. Ding* & T.N. Wong, Three-dimensional dynamics of thin liquid films on vertical cylinders with Marangoni effect, Vol 29, 2017
Z. Ding, T.N. Wong*, R. Liu, Q. Liu, Viscous liquid films on a porous vertical cylinder: dynamics and stability, Vol 25, 2013
Z. Ding, T.N. Wong*, H. Li, Stability of two immiscible leaky-dielectric liquids subjected to a radial electric field in an annulus duct, Vol 25, 2013

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