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Non-Singular Fractional Derivative Approach for Semi-Analytical Solution of Casson Type Cnts-Based Nanofluid with Heat Transfer |
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PP: 13-19 |
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doi:10.18576/sjm/090102
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Author(s) |
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Ali Raza,
Absar Ul Haq,
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Abstract |
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| In this manuscript, a mixed free convection Casson nanofluid mixed with carbon nanotubes (CNTs) and water as base fluid flowing on a porous plate is examined with heat transfer. The leading non-dimensional energy and momentum equations are solved by fractional mathematical techniques namely Atangana-Balenau (AB) fractional derivative and Laplace scheme. Different numerical techniques are also utilized for the Laplace inverse. The effects of different constraints with altered values are also analyzed graphically and numerically on governing equations. As a result, we have confabulated that, by enhancing the value of fractional constraint both energy and momentum profiles play decreasing behavior. Furthermore, the increasing rate of nusselt numbers signifies the equivalent boundary conditions.
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