Fractional derivative on MHD flow of the third grade fluid in the porous tube subjected to a constant body acceleration and pressure gradient
The third grade non-Newtonian MHD flow in the porous vertical tube subjected to a constant body acceleration and pressure gradient was studied using the time fractional derivative by employing the Laplace and the finite Hankel transforms. The Mathematica software was used to simulate the vel...
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my.uthm.eprints.69642022-04-24T00:24:54Z http://eprints.uthm.edu.my/6964/ Fractional derivative on MHD flow of the third grade fluid in the porous tube subjected to a constant body acceleration and pressure gradient Salah Uddin, Salah Uddin Mohamad, Mahathir Kamardan, M Ghazali Sufahani, Suliadi Firdaus T Technology (General) The third grade non-Newtonian MHD flow in the porous vertical tube subjected to a constant body acceleration and pressure gradient was studied using the time fractional derivative by employing the Laplace and the finite Hankel transforms. The Mathematica software was used to simulate the velocity profile and the Bessel functions with zero order and first order of first kind. The correlations between the flow velocity and the third grade non�Newtonian fluid parameter and the magnetic field were found to be negative Penerbit UTHM 2018 Book Section PeerReviewed text en http://eprints.uthm.edu.my/6964/1/C1598_b4f76d64bdbe06f61c20a14a8570883e.pdf Salah Uddin, Salah Uddin and Mohamad, Mahathir and Kamardan, M Ghazali and Sufahani, Suliadi Firdaus (2018) Fractional derivative on MHD flow of the third grade fluid in the porous tube subjected to a constant body acceleration and pressure gradient. In: A Letter on Applications of Mathematics and Statistics. Penerbit UTHM, pp. 119-127. ISBN 978-967-2216-06-3 |
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T Technology (General) Salah Uddin, Salah Uddin Mohamad, Mahathir Kamardan, M Ghazali Sufahani, Suliadi Firdaus Fractional derivative on MHD flow of the third grade fluid in the porous tube subjected to a constant body acceleration and pressure gradient |
description |
The third grade non-Newtonian MHD flow in the porous
vertical tube subjected to a constant body acceleration and pressure
gradient was studied using the time fractional derivative by
employing the Laplace and the finite Hankel transforms. The
Mathematica software was used to simulate the velocity profile and
the Bessel functions with zero order and first order of first kind. The
correlations between the flow velocity and the third grade non�Newtonian fluid parameter and the magnetic field were found to be
negative |
format |
Book Section |
author |
Salah Uddin, Salah Uddin Mohamad, Mahathir Kamardan, M Ghazali Sufahani, Suliadi Firdaus |
author_facet |
Salah Uddin, Salah Uddin Mohamad, Mahathir Kamardan, M Ghazali Sufahani, Suliadi Firdaus |
author_sort |
Salah Uddin, Salah Uddin |
title |
Fractional derivative on MHD flow of the third
grade fluid in the porous tube subjected to a
constant body acceleration and pressure
gradient |
title_short |
Fractional derivative on MHD flow of the third
grade fluid in the porous tube subjected to a
constant body acceleration and pressure
gradient |
title_full |
Fractional derivative on MHD flow of the third
grade fluid in the porous tube subjected to a
constant body acceleration and pressure
gradient |
title_fullStr |
Fractional derivative on MHD flow of the third
grade fluid in the porous tube subjected to a
constant body acceleration and pressure
gradient |
title_full_unstemmed |
Fractional derivative on MHD flow of the third
grade fluid in the porous tube subjected to a
constant body acceleration and pressure
gradient |
title_sort |
fractional derivative on mhd flow of the third
grade fluid in the porous tube subjected to a
constant body acceleration and pressure
gradient |
publisher |
Penerbit UTHM |
publishDate |
2018 |
url |
http://eprints.uthm.edu.my/6964/1/C1598_b4f76d64bdbe06f61c20a14a8570883e.pdf http://eprints.uthm.edu.my/6964/ |
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1738581558097346560 |
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13.214268 |