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Journal Articles

Experimental and Numerical Investigation of Bio-Inspired Riblet for Drag Reduction

Vikas Sharma, Sushanta Dutta

J. Fluids Eng. February 2023, 145(2): 021207.

Paper No: FE-22-1116

DOI: https://doi.org/10.1115/1.4056185

Published Online: November 23, 2022

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Topics: Drag (Fluid dynamics), Drag reduction, Flow (Dynamics), Shear stress, Turbulence, Computer simulation, Vortices, Probes, Calibration, Stress

Journal Articles

Impact of Polymer Degradation on Past Studies of the Mean Velocity Profile in Turbulent Boundary Layers

Brian R. Elbing

J. Fluids Eng. August 2021, 143(8): 081101.

Paper No: FE-20-1351

DOI: https://doi.org/10.1115/1.4050517

Published Online: May 26, 2021

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Topics: Drag reduction, Polymers, Boundary layer turbulence, Flow (Dynamics)

Journal Articles

Reynolds-Averaged Simulation of the Fully Developed Turbulent Drag Reduction Flow in Concentric Annuli

Xiao Xiong, Yan Zhang, Mohammad Azizur Rahman

J. Fluids Eng. October 2020, 142(10): 101209.

Paper No: FE-19-1909

DOI: https://doi.org/10.1115/1.4047531

Published Online: June 30, 2020

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Topics: Annulus, Flow (Dynamics), Polymers, Simulation, Turbulence, Stress, Drag reduction, Fluids

Journal Articles

Drag Reduction Performance of Mechanically Degraded Dilute Polyethylene Oxide Solutions

Yasaman Farsiani, Zeeshan Saeed, Brian R. Elbing

J. Fluids Eng. September 2020, 142(9): 091201.

Paper No: FE-19-1524

DOI: https://doi.org/10.1115/1.4047118

Published Online: May 25, 2020

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Topics: Drag reduction, Flow (Dynamics), Molecular weight, Polymers, Turbulence, Chain, Pressure drop, Reynolds number, Polymer chains, Pipe flow

Journal Articles

Drag Reduction by Polymers in Saline Nutrient Solutions

Renata T. Silva, Aloysio A. S. Campos, Edson J. Soares, Leonardo dos Santos, Renato N. Siqueira

J. Fluids Eng. August 2020, 142(8): 081201.

Paper No: FE-19-1333

DOI: https://doi.org/10.1115/1.4046691

Published Online: April 1, 2020

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Topics: Drag reduction, Polymers, Rheometers, Flow (Dynamics), Water, Drag (Fluid dynamics), Pressure

Journal Articles

Capillary Waves Joint to Super-Hydrophobic Bars

Eduard Amromin

J. Fluids Eng. November 2019, 141(11): 114501.

Paper No: FE-19-1083

DOI: https://doi.org/10.1115/1.4043424

Published Online: May 8, 2019

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Topics: Flow (Dynamics), Water, Waves, Coatings, Numerical analysis, Drag reduction, Design, Inflow, Shapes, Wavelength

Journal Articles

Numerical Simulation of Drag Reduction in Microgrooved Substrates Using Lattice-Boltzmann Method

H. Asadzadeh, A. Moosavi, A. Etemadi

J. Fluids Eng. July 2019, 141(7): 071111.

Paper No: FE-18-1650

DOI: https://doi.org/10.1115/1.4042888

Published Online: April 4, 2019

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Topics: Boundary-value problems, Drag (Fluid dynamics), Drag reduction, Flow (Dynamics), Friction, Lattice Boltzmann methods, Pressure, Reynolds number, Form drag, Vortices

Journal Articles

Analytical Upper Limit of Drag Reduction With Polymer Additives in Turbulent Pipe Flow

Xin Zhang, Xili Duan, Yuri Muzychka

J. Fluids Eng. May 2018, 140(5): 051204.

Paper No: FE-17-1437

DOI: https://doi.org/10.1115/1.4038757

Published Online: January 24, 2018

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Topics: Drag reduction, Flow (Dynamics), Pipe flow, Polymers, Turbulence, Viscosity, Pipelines, Drag (Fluid dynamics)

Journal Articles

Drag Reducing Flows by Polymer Solutions in Annular Spaces

Michell Luiz Costalonga, Bruno Venturini Loureiro, Edson J. Soares

J. Fluids Eng. May 2018, 140(5): 051101.

Paper No: FE-17-1300

DOI: https://doi.org/10.1115/1.4038531

Published Online: December 26, 2017

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Topics: Drag (Fluid dynamics), Drag reduction, Ducts, Flow (Dynamics), Friction, Reynolds number, Space, Turbulence, Geometry, Polymer solutions

Journal Articles

Drag Reduction Due to Streamwise Grooves in Turbulent Channel Flow

C. T. DeGroot, C. Wang, J. M. Floryan

J. Fluids Eng. December 2016, 138(12): 121201.

Paper No: FE-15-1720

DOI: https://doi.org/10.1115/1.4034098

Published Online: August 17, 2016

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Topics: Channel flow, Computational fluid dynamics, Drag (Fluid dynamics), Drag reduction, Friction, Geometry, Reynolds number, Reynolds-averaged Navier–Stokes equations, Shapes, Skin friction (Fluid dynamics)

Journal Articles

Freeman Scholar Review: Passive and Active Skin-Friction Drag Reduction in Turbulent Boundary Layers

Marc Perlin, David R. Dowling, Steven L. Ceccio

J. Fluids Eng. September 2016, 138(9): 091104.

Paper No: FE-15-1228

DOI: https://doi.org/10.1115/1.4033295

Published Online: June 2, 2016

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Topics: Drag reduction, Flow (Dynamics), Polymers, Skin friction (Fluid dynamics), Surface roughness, Drag (Fluid dynamics), Boundary layers, Turbulence, Friction

Journal Articles

Drag Reduction in Synthetic Seawater by Flexible and Rigid Polymer Addition Into a Rotating Cylindrical Double Gap Device

Rafhael M. Andrade, Anselmo S. Pereira, Edson J. Soares

J. Fluids Eng. February 2016, 138(2): 021101.

Paper No: FE-14-1766

DOI: https://doi.org/10.1115/1.4031229

Published Online: September 2, 2015

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Topics: Friction, Molecular weight, Polymers, Reynolds number, Seawater, Turbulence, Water, Seas, Drag reduction, Drag (Fluid dynamics)

Journal Articles

Optimizing Jets for Active Control of Wake Refinement for Ground Vehicles

Domenic L. Barsotti, Eduardo A. Divo, Sandra K. S. Boetcher

J. Fluids Eng. December 2015, 137(12): 121108.

Paper No: FE-14-1349

DOI: https://doi.org/10.1115/1.4030913

Published Online: August 6, 2015

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Topics: Drag (Fluid dynamics), Jets, Turbulence, Wakes, Drag reduction, Simulation, Kinetic energy, Reynolds number

Journal Articles

Experimental Investigation of Drag Reducing Fluid Flow in Annular Geometry Using Particle Image Velocimetry Technique

Fabio E. Rodriguez Corredor, Majid Bizhani, Ergun Kuru

J. Fluids Eng. August 2015, 137(8): 081103.

Paper No: FE-13-1700

DOI: https://doi.org/10.1115/1.4030287

Published Online: August 1, 2015

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Topics: Drag reduction, Flow (Dynamics), Fluid dynamics, Fluids, Polymers, Turbulence, Water, Reynolds number, Drag (Fluid dynamics), Stress

Journal Articles

Drag Reduction on the 25-deg Ahmed Model Using Fluidic Oscillators

Matthew Metka, James W. Gregory

J. Fluids Eng. May 2015, 137(5): 051108.

Paper No: FE-14-1410

DOI: https://doi.org/10.1115/1.4029535

Published Online: May 1, 2015

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Topics: Actuators, Drag (Fluid dynamics), Drag reduction, Flow (Dynamics), Pressure, Separation (Technology), Vortices, Vehicles, Wakes, Roofs

Journal Articles

Turbulent Drag Reduction by Biopolymers in Large Scale Pipes

Marina Campolo, Mattia Simeoni, Romano Lapasin, Alfredo Soldati

J. Fluids Eng. April 2015, 137(4): 041102.

Paper No: FE-14-1245

DOI: https://doi.org/10.1115/1.4028799

Published Online: April 1, 2015

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Topics: Drag reduction, Fluids, Friction, Pipes, Polymers, Flow (Dynamics), Viscosity, Pressure drop, Reynolds number, Water

Journal Articles

Numerical Analysis of Laminar-Drag-Reducing Grooves

A. Mohammadi, J. M. Floryan

J. Fluids Eng. April 2015, 137(4): 041201.

Paper No: FE-14-1106

DOI: https://doi.org/10.1115/1.4028842

Published Online: April 1, 2015

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Topics: Drag (Fluid dynamics), Drag reduction, Flow (Dynamics), Friction, Geometry, Pressure, Shapes, Waves, Pressure gradient, Numerical analysis

Journal Articles

Aerodynamic Study of a Tricycle Wheel Subsystem for Drag Reduction

Thomas Driant, Lakhdar Remaki, Hachimi Fellouah, Stéphane Moreau, Alain Desrochers

J. Fluids Eng. January 2014, 136(1): 014502.

Paper No: FE-12-1377

DOI: https://doi.org/10.1115/1.4025644

Published Online: November 6, 2013

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Topics: Drag (Fluid dynamics), Wheels, Optimization, Flow (Dynamics), Drag reduction, Vehicles

Journal Articles

Drag Reduction of a Bluff Body by Grooves Laid Out by Design of Experiment

Seong-Ho Seo, Chung-Do Nam, Jung-Young Han, Cheol-Hyun Hong

J. Fluids Eng. November 2013, 135(11): 111202.

Paper No: FE-12-1483

DOI: https://doi.org/10.1115/1.4024934

Published Online: August 19, 2013

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Topics: Circular cylinders, Cylinders, Design, Drag reduction, Flow (Dynamics), Taguchi methods, Wakes, Drag (Fluid dynamics), Turbulence, Flow control

Journal Articles

Optimum Parameter Design of Microbubble Drag Reduction in a Turbulent Flow by the Taguchi Method Combined With Artificial Neural Networks

Kwan Ouyang, Sheng-Ju Wu, Huang-Hsin Huang

J. Fluids Eng. November 2013, 135(11): 111301.

Paper No: FE-12-1396

DOI: https://doi.org/10.1115/1.4024930

Published Online: August 7, 2013

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Topics: Artificial neural networks, Design, Drag reduction, Flow (Dynamics), Taguchi methods, Turbulence, Drag (Fluid dynamics), Bubbles, Microbubbles

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Journal citation

NARROW

Experimental and Numerical Investigation of Bio-Inspired Riblet for Drag Reduction

Impact of Polymer Degradation on Past Studies of the Mean Velocity Profile in Turbulent Boundary Layers

Reynolds-Averaged Simulation of the Fully Developed Turbulent Drag Reduction Flow in Concentric Annuli

Drag Reduction Performance of Mechanically Degraded Dilute Polyethylene Oxide Solutions

Drag Reduction by Polymers in Saline Nutrient Solutions

Capillary Waves Joint to Super-Hydrophobic Bars

Numerical Simulation of Drag Reduction in Microgrooved Substrates Using Lattice-Boltzmann Method

Analytical Upper Limit of Drag Reduction With Polymer Additives in Turbulent Pipe Flow

Drag Reducing Flows by Polymer Solutions in Annular Spaces

Drag Reduction Due to Streamwise Grooves in Turbulent Channel Flow

Freeman Scholar Review: Passive and Active Skin-Friction Drag Reduction in Turbulent Boundary Layers

Drag Reduction in Synthetic Seawater by Flexible and Rigid Polymer Addition Into a Rotating Cylindrical Double Gap Device

Optimizing Jets for Active Control of Wake Refinement for Ground Vehicles

Experimental Investigation of Drag Reducing Fluid Flow in Annular Geometry Using Particle Image Velocimetry Technique

Drag Reduction on the 25-deg Ahmed Model Using Fluidic Oscillators

Turbulent Drag Reduction by Biopolymers in Large Scale Pipes

Numerical Analysis of Laminar-Drag-Reducing Grooves

Aerodynamic Study of a Tricycle Wheel Subsystem for Drag Reduction

Drag Reduction of a Bluff Body by Grooves Laid Out by Design of Experiment

Optimum Parameter Design of Microbubble Drag Reduction in a Turbulent Flow by the Taguchi Method Combined With Artificial Neural Networks

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