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Journal Articles

Erratum: “Adaptive Computations to Pressure Profile for Creeping Flow of a Non-Newtonian Fluid With Fluid Non-Constant Density Effects,” [ASME J. Heat Mass Transfer-Trans. ASME, 2022, 144(10), p. 103601; DOI: 10.1115/1.4055092 ]

M. G. Ibrahim

Publisher: ASME

J. Heat Mass Transfer. June 2024, 146(6): 067001.

Paper No: HT-23-1270

https://doi.org/10.1115/1.4063963

Published Online: April 17, 2024

View Article titled, Erratum: “Adaptive Computations to Pressure Profile for Creeping Flow of a Non-Newtonian Fluid With Fluid Non-Constant Density Effects,” [ASME J. Heat Mass Transfer-Trans. ASME, 2022, 144(10), p. 103601; DOI: 10.1115/1.4055092 ]

Topics: Computation, Creeping flow, Density, Fluids, Heat, Non-Newtonian fluids, Pressure

Journal Articles

Adaptive Computations to Pressure Profile for Creeping Flow of a Non-Newtonian Fluid With Fluid Nonconstant Density Effects

M. G. Ibrahim

Publisher: ASME

J. Heat Mass Transfer. October 2022, 144(10): 103601.

Paper No: HT-22-1356

https://doi.org/10.1115/1.4055092

Published Online: August 18, 2022

View Article titled, Adaptive Computations to Pressure Profile for Creeping Flow of a Non-Newtonian Fluid With Fluid Nonconstant Density Effects

Topics: Creeping flow, Density, Fluids, Pressure, Fluid density, Non-Newtonian fluids, Chemical reactions

Journal Articles

Mass Advection–Diffusion in Creeping Flow Through an Orifice Plate: A Model for Nanoporous Atomically Thin Membranes

Harpreet K. Atwal, Anika O. K. Wong, Michael S. H. Boutilier

Publisher: ASME

J. Heat Mass Transfer. February 2022, 144(2): 022701.

Paper No: HT-21-1439

https://doi.org/10.1115/1.4053041

Published Online: December 21, 2021

View Article titled, Mass Advection–Diffusion in Creeping Flow Through an Orifice Plate: A Model for Nanoporous Atomically Thin Membranes

Topics: Creeping flow, Diffusion (Physics), Flow (Dynamics), Graphene, Membranes, Nanopores, Plates (structures), Mass transfer

Includes: Supplementary data

Journal Articles

Forced Convection Heat Transfer From a Particle at Small and Large Peclet Numbers

Esmaeil Dehdashti, Hassan Masoud

Publisher: ASME

J. Heat Mass Transfer. June 2020, 142(6): 061803.

Paper No: HT-19-1421

https://doi.org/10.1115/1.4046590

Published Online: April 24, 2020

View Article titled, Forced Convection Heat Transfer From a Particle at Small and Large Peclet Numbers

Topics: Boundary-value problems, Creeping flow, Flow (Dynamics), Forced convection, Heat flux, Particulate matter, Temperature, Heat, Heat conduction, Heat transfer

Journal Articles

Isoflux Nusselt Number and Slip Length Formulae for Superhydrophobic Microchannels

Ryan Enright, Marc Hodes, Todd Salamon, Yuri Muzychka

Publisher: ASME

J. Heat Mass Transfer. January 2014, 136(1): 012402.

Paper No: HT-12-1493

https://doi.org/10.1115/1.4024837

Published Online: October 17, 2013

View Article titled, Isoflux Nusselt Number and Slip Length Formulae for Superhydrophobic Microchannels

Topics: Boundary-value problems, Columns (Structural), Composite materials, Creeping flow, Flow (Dynamics), Heat transfer, Laplace equations, Microchannels, Temperature, Heat flux

Journal Articles

Forced Heat and Mass Transfer From a Slightly Deformed Sphere at Small but Finite Peclet Numbers in Stokes Flow

Zhi-Gang Feng

Publisher: ASME

J. Heat Mass Transfer. August 2013, 135(8): 081702.

Paper No: HT-12-1554

https://doi.org/10.1115/1.4023937

Published Online: July 11, 2013

View Article titled, Forced Heat and Mass Transfer From a Slightly Deformed Sphere at Small but Finite Peclet Numbers in Stokes Flow

Topics: Boundary-value problems, Creeping flow, Flow (Dynamics), Heat, Heat transfer, Mass transfer, Temperature, Shapes

Journal Articles

Analytical Solutions of Nusselt Number for Thermally Developing Radial Flow Through Small Gap Between Two Parallel Disks

Achintya Mukhopadhyay

Publisher: ASME

J. Heat Mass Transfer. May 2009, 131(5): 054502.

https://doi.org/10.1115/1.3013826

Published Online: March 17, 2009

View Article titled, Analytical Solutions of Nusselt Number for Thermally Developing Radial Flow Through Small Gap Between Two Parallel Disks

Topics: Creeping flow, Disks, Flow (Dynamics), Radial flow, Slug flows, Rotation

Journal Articles

Transient Heat Transfer in a Fluid Sphere Translating in an Electric Field

J. N. Chung, D. L. R. Oliver

Publisher: ASME

J. Heat Mass Transfer. February 1990, 112(1): 84–91.

https://doi.org/10.1115/1.2910369

Published Online: February 1, 1990

View Article titled, Transient Heat Transfer in a Fluid Sphere Translating in an Electric Field

Topics: Electric fields, Fluids, Heat transfer, Transient heat transfer, Flow (Dynamics), Creeping flow, Multiphase flow, Thermal resistance, Transients (Dynamics)

Journal Articles

Numerical Analysis of Heat and Mass Transfer From Fluid Spheres in an Electric Field

L. Sharpe, Jr., F. A. Morrison, Jr.

Publisher: ASME

J. Heat Mass Transfer. May 1986, 108(2): 337–342.

https://doi.org/10.1115/1.3246926

Published Online: May 1, 1986

View Article titled, Numerical Analysis of Heat and Mass Transfer From Fluid Spheres in an Electric Field

Topics: Electric fields, Fluids, Heat, Mass transfer, Numerical analysis, Radial flow, Boundary-value problems, Creeping flow, Heat transfer, Iterative methods

Journal Articles

Heat Convection in Annular Type Crevices

Shi-chune Yao, Ying-Huei Hung

Publisher: ASME

J. Heat Mass Transfer. August 1982, 104(3): 403–409.

https://doi.org/10.1115/1.3245107

Published Online: August 1, 1982

View Article titled, Heat Convection in Annular Type Crevices

Topics: Convection, Flow (Dynamics), Annulus, Heat transfer, Temperature, Approximation, Boundary layers, Creeping flow, Fluid dynamics, Fluids

Journal Articles

On the Transient Convective Transport from a Body of Arbitrary Shape

F. A. Morrison, Jr., S. K. Griffiths

Publisher: ASME

J. Heat Mass Transfer. February 1981, 103(1): 92–95.

https://doi.org/10.1115/1.3244438

Published Online: February 1, 1981

View Article titled, On the Transient Convective Transport from a Body of Arbitrary Shape

Topics: Shapes, Transients (Dynamics), Flow (Dynamics), Theorems (Mathematics), Convection, Creeping flow, Fluids, Prandtl number, Temperature

Journal citation

NARROW

Supplemental Material

Erratum: “Adaptive Computations to Pressure Profile for Creeping Flow of a Non-Newtonian Fluid With Fluid Non-Constant Density Effects,” [ASME J. Heat Mass Transfer-Trans. ASME, 2022, 144(10), p. 103601; DOI: 10.1115/1.4055092 ]

Adaptive Computations to Pressure Profile for Creeping Flow of a Non-Newtonian Fluid With Fluid Nonconstant Density Effects

Mass Advection–Diffusion in Creeping Flow Through an Orifice Plate: A Model for Nanoporous Atomically Thin Membranes

Forced Convection Heat Transfer From a Particle at Small and Large Peclet Numbers

Isoflux Nusselt Number and Slip Length Formulae for Superhydrophobic Microchannels

Forced Heat and Mass Transfer From a Slightly Deformed Sphere at Small but Finite Peclet Numbers in Stokes Flow

Analytical Solutions of Nusselt Number for Thermally Developing Radial Flow Through Small Gap Between Two Parallel Disks

Transient Heat Transfer in a Fluid Sphere Translating in an Electric Field

Numerical Analysis of Heat and Mass Transfer From Fluid Spheres in an Electric Field

Heat Convection in Annular Type Crevices

On the Transient Convective Transport from a Body of Arbitrary Shape

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