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Heat transfer on mixed convection flow of rotating second grade fluid with ramped wall temperature

Mohamad, A. Q. and Khan, I. and Ismail, Z. and Zin, N. A. M. and Shafie, S. (2016) Heat transfer on mixed convection flow of rotating second grade fluid with ramped wall temperature. In: 2nd International Conference on Mathematics, Engineering and Industrial Applications 2016, 10 August 2016 through 12 August 2016, Thailand.

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Abstract

This article discussed the effect of ramped wall temperature on rotating second grade fluid in mixed convection flow. The unsteady two dimensional momentum and energy equations of the incompressible fluid are modelled in the form of partial differential equations with initial and oscillating boundary conditions. The governing equations are transformed into non dimensional equations by using the corresponding non dimensional variables. The Laplace transform method is applied into non dimensional equations in order to obtain the analytical solutions of velocity and temperature profiles. Computations are carried out and presented graphically to analyse the effect of second grade fluid parameter, rotation parameter, Grashof number, phase angle, Prandtl number and time on the profiles. It is found that, when Grashof number increases, the velocity increases in primary and secondary velocities. Both velocity and temperature are observed decrease when phase angle and Prandtl number increase. It can be concluded that, the velocity profiles in rotating flow obtained in this study is lower to compare with non-rotating flow. Whereas, the temperature profiles are remain the same for both cases. It is worth to mention that, the exact solutions obtained in this study can be used to check the correctness of the results obtained through numerical schemes.

Item Type:Conference or Workshop Item (Paper)
Uncontrolled Keywords:governing equations
Subjects:Q Science > QA Mathematics
Divisions:Science
ID Code:73001
Deposited By: Muhammad Atiff Mahussain
Deposited On:27 Nov 2017 02:00
Last Modified:27 Nov 2017 02:00

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