EFFECT OF SUCTION / INJECTION ON THE FREE CONVECTIVE HEAT TRANSFER IN A MICROPOLAR FLUID FROM A NONISOTHERMAL FLAT PLATE UNDER NON-UNIFORM GRAVITY

Research Abstract

The effect of suction or injection on the laminar free convective heat transfer of a micropolar fluid from a non-isothermal flat plate under non uniform gravity has been cosidered

Research Authors
M.A.MANSOUR, I.A.HASSANIAN AND R.S.R.GORLA
Research Department
Department of Mathematics
Research Journal
INT. J. Engng.Sci
Research Member
Ismail Ahmed Mohamed Hasanein Bakhit
Research Pages
637-644
Research Rank
1
Research Vol
29 (5)
Research Year
1991

EFFECT OF SUCTION / INJECTION ON THE FREE CONVECTIVE HEAT TRANSFER IN A MICROPOLAR FLUID FROM A NONISOTHERMAL FLAT PLATE UNDER NON-UNIFORM GRAVITY

Research Abstract

The effect of suction or injection on the laminar free convective heat transfer of a micropolar fluid from a non-isothermal flat plate under non uniform gravity has been cosidered

Research Authors
M.A.MANSOUR, I.A.HASSANIAN AND R.S.R.GORLA
Research Department
Department of Mathematics
Research Journal
INT. J. Engng.Sci
Research Member
Mohamed Ahmed Mansor Abd Allah
Research Pages
637-644
Research Rank
1
Research Vol
29 (5)
Research Year
1991

Role of tannic acidas antioxidant in reduction of the oxidative damage of aluminium chloride in the rats brains.

Research Abstract

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Research Authors
Hassan ,K.A., and ,H.M.,Omar
Research Department
Zoology & Entomology Department
Research Journal
Assuit Vet. Med. J.,
Research Member
Hosam El-Din Mohamed Omar
Research Pages
P. 100-115
Research Rank
2
Research Vol
vol.48 ,No.95
Research Year
2001

Role of tannic acidas antioxidant in reduction of the oxidative damage of aluminium chloride in the rats brains.

Research Abstract

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Research Authors
Hassan ,K.A., and ,H.M.,Omar
Research Department
Zoology & Entomology Department
Research Journal
Assuit Vet. Med. J.,
Research Member
khadiga Abdel-hameed Hasan Eskandar
Research Pages
P. 100-115
Research Rank
2
Research Vol
vol.48 ,No.95
Research Year
2001

" Evolution of Surfaces Patched by Principal Patch"

Research Abstract

Abstract
In this paper, we study the evolution of certain types of patches, called principal patches.
We will derive the evolution equations of frame associated to a general surface and
evolution equations of geometric quantities. For applications of the evolution of the surface
patches which are parameterized by the lines of curvature, we shall present, examples
evolution of the umbilical surface (sphere) and the isothermal surface (catenoid).

Research Authors
Nassar H. Abdel-All, H. S. Abdel-Aziz, M. A. Abdel-Razek, S. G. Mohamed, A. A. Khali
Research Department
Department of Mathematics
Research Journal
Wulfenia journal
Research Member
Nassar Hasan Abdel-Aal Abo Shosha
Research Pages
395-406
Research Rank
1
Research Vol
Vol 22, No. 1
Research Website
http://www.multidisciplinarywulfenia.org/auto/index.php/archive/part/22/1/1/?currentVol=22&currentissue=1
Research Year
2015

" Evolution of Surfaces Patched by Principal Patch"

Research Abstract

Abstract
In this paper, we study the evolution of certain types of patches, called principal patches.
We will derive the evolution equations of frame associated to a general surface and
evolution equations of geometric quantities. For applications of the evolution of the surface
patches which are parameterized by the lines of curvature, we shall present, examples
evolution of the umbilical surface (sphere) and the isothermal surface (catenoid).

Research Authors
Nassar H. Abdel-All, H. S. Abdel-Aziz, M. A. Abdel-Razek, S. G. Mohamed, A. A. Khali
Research Department
Department of Mathematics
Research Journal
Wulfenia journal
Research Member
Mohamed Abdullah Abdel-Razek Hasan
Research Pages
395-406
Research Rank
1
Research Vol
Vol 22, No. 1
Research Website
http://www.multidisciplinarywulfenia.org/auto/index.php/archive/part/22/1/1/?currentVol=22&currentissue=1
Research Year
2015

" Evolution of Surfaces Patched by Principal Patch"

Research Abstract

Abstract
In this paper, we study the evolution of certain types of patches, called principal patches.
We will derive the evolution equations of frame associated to a general surface and
evolution equations of geometric quantities. For applications of the evolution of the surface
patches which are parameterized by the lines of curvature, we shall present, examples
evolution of the umbilical surface (sphere) and the isothermal surface (catenoid).

Research Authors
Nassar H. Abdel-All, H. S. Abdel-Aziz, M. A. Abdel-Razek, S. G. Mohamed, A. A. Khali
Research Department
Department of Mathematics
Research Journal
Wulfenia journal
Research Member
Samah Gaber Mohamed Hassanien
Research Pages
395-406
Research Rank
1
Research Vol
Vol 22, No. 1
Research Website
http://www.multidisciplinarywulfenia.org/auto/index.php/archive/part/22/1/1/?currentVol=22&currentissue=1
Research Year
2015
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