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논문 기본 정보

자료유형
학술저널
저자정보
S. U. Rehman (University of Engineering and Technology) A. Zeeshan (Department of Mathematics and Statistics, FBAS, IIUI) A. Majeed (Department of Mathematics and Statistics, FBAS, IIUI) M. B. Arain (National Institute of Electronics)
저널정보
한국자기학회 Journal of Magnetics Journal of Magnetics Vol.22 No.3
발행연도
2017.9
수록면
472 - 477 (6page)
DOI
10.4283/JMAG.2017.22.3.472

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초록· 키워드

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The target of the current study is to inspect theoretically two-dimensional boundary layer flow of a Maxwell ferromagnetic fluid toward a flat plate. An external magnetic field due to two equal line dipole which are equidistant from the wall and perpendicular to the flow plane is applied. Cattaneo-Christov heat flux model is utilized in modified form of Fourier’s Law to disclose the heat transfer characteristic. Governing flow problem is normalized into ordinary differential equation by adopting similarity transform procedure. The solution of resulting non-linear ODE’s are solved by shooting technique based on Runge-Kutta algorithm with the help of MATLAB. Characteristic of sundry parameter like magneto-thermomechanical (ferrohydrodynamic) interaction parameter, dimensionless thermal relaxation, Prandtl number and Debora number on velocity and temperature profile are displayed via graphs and in tabular form. It is also pointed out that temperature profile suppresses by varying values of the thermal relaxation time and Prandtl number and increasing behaviour is seen against ferrohydrodynamic interaction. Present numerical results are compared with those published previously in the literature for the case of Newtonian fluid (α₁ → 0) and found an excellent agreement.

목차

1. Introduction
2. Mathematical Formulation
3. Solution Procedure
4. Numerical Results and Discussion
5. Concluding Remarks
References

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