Analytical investigation of nanoparticle migration in a duct considering thermal radiation

Buongiorno model is applied to investigate nanofluid migration through a permeable duct in the presence of external forces. Influences of radiation and Joule heating on first law equation are added. Final formulas are solved via differential transform method. Roles of suction, thermophoretic, radiat...

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Veröffentlicht in:Journal of thermal analysis and calorimetry 2019-02, Vol.135 (3), p.1629-1641
Hauptverfasser: Li, Zhixiong, Saleem, S., Shafee, Ahmad, Chamkha, Ali J., Du, Sunwen
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container_issue 3
container_start_page 1629
container_title Journal of thermal analysis and calorimetry
container_volume 135
creator Li, Zhixiong
Saleem, S.
Shafee, Ahmad
Chamkha, Ali J.
Du, Sunwen
description Buongiorno model is applied to investigate nanofluid migration through a permeable duct in the presence of external forces. Influences of radiation and Joule heating on first law equation are added. Final formulas are solved via differential transform method. Roles of suction, thermophoretic, radiation and Brownian motion parameters, Schmidt number, Hartmann number, Eckert number were presented. Results show that temperature gradient improves with the enhancement of Reynolds number, suction and Radiation parameters. Nu augments with the augmentation of Hartmann and Eckert numbers, while reverse behavior is seen for skin friction coefficient. Also, it can be concluded that Nusselt number enhances with the increase in radiation parameter but it decreases with the increase in Brownian motion.
doi_str_mv 10.1007/s10973-018-7517-z
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Influences of radiation and Joule heating on first law equation are added. Final formulas are solved via differential transform method. Roles of suction, thermophoretic, radiation and Brownian motion parameters, Schmidt number, Hartmann number, Eckert number were presented. Results show that temperature gradient improves with the enhancement of Reynolds number, suction and Radiation parameters. Nu augments with the augmentation of Hartmann and Eckert numbers, while reverse behavior is seen for skin friction coefficient. 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subjects Analytical Chemistry
Brownian motion
Chemistry
Chemistry and Materials Science
Coefficient of friction
Differential equations
Fluid flow
Hartmann number
Inorganic Chemistry
Laws, regulations and rules
Measurement Science and Instrumentation
Migration
Nanofluids
Nanoparticles
Ohmic dissipation
Parameters
Physical Chemistry
Polymer Sciences
Radiation (Physics)
Resistance heating
Reynolds number
Schmidt number
Skin
Skin friction
Suction
Temperature gradients
Thermal radiation
Viscosity
title Analytical investigation of nanoparticle migration in a duct considering thermal radiation
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