APS Fellowship

Gray arrow DFD Deadline for APS Fellowship Nomination: Monday, April 1, 2024
Gray arrow APS Fellowship Information

APS Fellows Nominated by DFD 

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Linda Cummings [2023]
New Jersey Institute of Technology
Citation: For wide-ranging and impactful contributions to the theoretical study of low-Reynolds-number free surface flows.


Bérengère Dubrulle [2023]
CNRS/CEA/University Paris-Saclay
Citation: For seminal contributions to the theory of fully developed turbulence and astro- and geophysical fluid dynamics in general, and in particular, for illuminating intermittency and the role of multiple states in turbulent flows.


Bharathram Ganapathisubramani [2023]
University of Southampton
Citation: For innovative experiments and novel data analysis that have contributed to the understanding of a variety of problems in turbulent shear flows and unsteady aerodynamics.


Dennice F. Gayme [2023]
Johns Hopkins University
Citation: For the development of reduced order models of wall-bounded turbulent flows and their use in elucidating dominant flow dynamics and processes.


David L. Hu [2023]
Georgia Institute of Technology
Citation: For innovative experiments in biological fluid mechanics and a willingness to share them with young scientists.


H. Pirouz Kavehpour [2023]
University of California, Los Angeles
Citation: For outstanding experimental research and modeling of a remarkably broad range of interfacial and small scale flows encompassing contact line motion, drop coalescence, phase change, and wetting in both natural and technological contexts.


Aditya Khair [2023]
Carnegie Mellon University
Citation: For describing the dynamics of complex fluids, including colloidal dispersions and active matter, using asymptotic analyses and numerical computations, with applications to electrokinetic phenomena such as particle transport and diffuse charge dynamics, suspension rheology, and active suspensions.


Steve Tobias [2023]
University of Leeds
Citation: For significant contributions to astrophysical and geophysical fluid dynamics, combining mathematical analysis and deep physical insight leading to considerable advances in the understanding of solar dynamos, wave-mean flow interactions, and turbulent flows, and for selfless service to the field.