Andrew D Bragg

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Lance CollinsVice President and Executive Director, Innovation Campus, Virginia TechVerified email at vt.edu
Maurizio CarboneCNR-ISCVerified email at ds.mpg.de
Peter J. IrelandWindESCoVerified email at windesco.com
Josin TomResearch HPC Engineer, Convergent Science; Duke UniversityVerified email at alumni.duke.edu
Rohit DhariwalWashington State UniversityVerified email at wsu.edu
Tian MaHelmholtz-Zentrum Dresden - RossendorfVerified email at hzdr.de
Gabriel KatulDuke UniversityVerified email at duke.edu
Mohammadreza MomenifarPh.D., Duke UniversityVerified email at duke.edu
Nathaniel ChaneyDuke UniversityVerified email at duke.edu
Michele IovienoPolitecnico di TorinoVerified email at polito.it
Hui MengUB Distinguished Professor of Mechanical and Aerospace Engineering, University at BuffaloVerified email at buffalo.edu
guiquan wangLife and Science department, IMECVerified email at imec.be
Hendrik HessenkemperHelmholtz-Zentrum Dresden-RossendorfVerified email at hzdr.de
Adam L HammondSandia National LabsVerified email at sandia.gov
Jason Scot SimonLecturer, University of New HampshireVerified email at berkeley.edu
Tyler WatermanNSF Postdoctoral Fellow, University of UtahVerified email at duke.edu
Zhongwang DouAssistant Professor, Northern Arizona UniversityVerified email at nau.edu
Paul DirmeyerGeorge Mason UniversityVerified email at gmu.edu
David RichterAssociate Professor of Civil and Environmental Eng. and Earth Sciences, University of Notre DameVerified email at nd.edu
Enmao DiaoPh.D.Verified email at colai.io

Andrew D Bragg

Duke University

Verified email at duke.edu

Turbulence Theoretical Fluid Dynamics Applied Math Physics


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The effect of Reynolds number on inertial particle dynamics in isotropic turbulence. Part 1. Simulations without gravitational effects PJ Ireland, AD Bragg, LR Collins Journal of Fluid Mechanics 796, 617-658, 2016	163	2016
The effect of Reynolds number on inertial particle dynamics in isotropic turbulence. Part II: Simulations with gravitational effects PJ Ireland, AD Bragg, LR Collins Journal of Fluid Mechanics 796, 659-711, 2016	134	2016
New insights from comparing statistical theories for inertial particles in turbulence: I. Spatial distribution of particles AD Bragg, LR Collins New Journal of Physics 16 (5), 055013, 2014	113	2014
Is vortex stretching the main cause of the turbulent energy cascade? M Carbone, AD Bragg Journal of Fluid Mechanics 883, R2, 2020	109	2020
Mechanisms for the clustering of inertial particles in the inertial range of isotropic turbulence AD Bragg, PJ Ireland, LR Collins Physical Review E 92 (2), 023029, 2015	84	2015
Multiscale preferential sweeping of particles settling in turbulence J Tom, AD Bragg Journal of Fluid Mechanics 871, 244-270, 2019	68	2019
On the relationship between the non-local clustering mechanism and preferential concentration AD Bragg, PJ Ireland, LR Collins. Journal of Fluid Mechanics 780, 327- 343, 2015	62	2015
New insights from comparing statistical theories for inertial particles in turbulence: II. Relative velocities AD Bragg, LR Collins New Journal of Physics 16 (5), 055014, 2014	59	2014
Forward and backward in time dispersion of fluid and inertial particles in isotropic turbulence AD Bragg, PJ Ireland, LR Collins Physics of Fluids 28 (1), 2016	56	2016
Small-scale dynamics of settling, bidisperse particles in turbulence R Dhariwal, AD Bragg Journal of Fluid Mechanics 839, 594-620, 2018	44	2018
On the theory of drainage area for regular and non-regular points S Bonetti, AD Bragg, A Porporato Proceedings of the Royal Society A: Mathematical, Physical and Engineering …, 2018	43	2018
Multiscale fluid–particle thermal interaction in isotropic turbulence M Carbone, AD Bragg, M Iovieno Journal of Fluid Mechanics 881, 679-721, 2019	39	2019
Effects of Reynolds Number and Stokes Number on Particle-pair Relative Velocity in Isotropic Turbulence: A Systematic Experimental Study Z Dou, AD Bragg, AL Hammond, Z Liang, LR Collins, H Meng arXiv preprint arXiv:1711.02050, 2017	36	2017
Mechanisms governing the settling velocities and spatial distributions of inertial particles in wall-bounded turbulence AD Bragg, DH Richter, G Wang Physical Review Fluids 6 (6), 064302, 2021	33	2021
Drift-free kinetic equations for turbulent dispersion A Bragg, DC Swailes, R Skartlien Physical Review E—Statistical, Nonlinear, and Soft Matter Physics 86 (5 …, 2012	31	2012
Local analysis of the clustering, velocities, and accelerations of particles settling in turbulence M Momenifar, AD Bragg Physical Review Fluids 5 (3), 034306, 2020	26	2020
Semi‐coupling of a field‐scale resolving land‐surface model and WRF‐LES to investigate the influence of land‐surface heterogeneity on cloud development JS Simon, AD Bragg, PA Dirmeyer, NW Chaney Journal of Advances in Modeling Earth Systems 13 (10), e2021MS002602, 2021	25	2021
Influence of Reynolds number on the motion of settling, bidisperse inertial particles in turbulence M Momenifar, R Dhariwal, AD Bragg Physical Review Fluids 4 (5), 054301, 2019	23	2019
Particle-pair relative velocity measurement in high-Reynolds-number homogeneous and isotropic turbulence using 4-frame particle tracking velocimetry Z Dou, PJ Ireland, AD Bragg, Z Liang, LR Collins, H Meng Experiments in Fluids 59 (2), 30, 2018	23	2018
Particle transport in a turbulent boundary layer: Non-local closures for particle dispersion tensors accounting for particle-wall interactions A Bragg, DC Swailes, R Skartlien Physics of Fluids (1994-present) 24 (10), 103304, 2012	21	2012

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