Greener Journal of Science, Engineering and Technological Research

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Aliyu et al

Greener Journal of Science, Engineering and Technological Research Vol. 8 (2), pp. 014-021, June 2018.

ISSN: 2276-7835

Research Paper

Manuscript Number: 061718084


(DOI: http://doi.org/10.15580/GJSETR.2018.2.061718084)

 

Vortex Pattern on a Fixed Reynold’s Number with Varying Aspect Ratio, and Vice Versa in a Lid Driven Square Cavity

 

 

ALIYU A. Baba1, BELLO Zubairu2 and SUNDAY Ayigun3

 

 

1Department of Mechanical Engineering, Federal polytechnic Mubi. Adamawa State.

2Department of Chemical Engineering, Federal polytechnic Mubi. Adamawa State.

3Department of Science Laboratory Technology, Federal polytechnic Mubi. Adamawa State-Nigeria.


Abstract


The modelling of flow for laminar fluid in lid driven square cavity was conducted by employing a code that run in MATLAB and in the first simulation, a fixed value of the Reynold’s number of 600 was maintained, it was observed from the figures and results that as the aspect ratios were varied (increased) from 0.3, 0.4 and 0.6, the vortex tends to increase in number of streamlines closing the spaces between each other and widening to occupy the bottom right. However, in the second simulation, where the aspect ratio of 0.2 was maintained and varying different Reynolds numbers of 400, 500 and 600, the vortex formed also increases and becoming too close to one another as the Reynold’s number increases, thereby indicating that the pressure coefficient inside the lid square cavity is controlled by the aspect ratio as well as the Reynold’s number


Keywords: lid driven square cavity, Reynold’s number, Aspect ratio, Vortex


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References


Gokhale, M. Y. and Fernandes, I. (2014). Lattice boltzmann simulation of fluid flow in a lid driven cavity. International Journal on Mechanical Engineering and Robotics, 2 (1), 1-5.

 

Omari, R. (2013). CFD simulations of lid driven cavity flow at moderate Reynolds number. European Scientific Journal, 9, (15), 22-35.

 

Peng, Y.F., Shiau, Y.H., and Hwang, R.R. (2003). Transition in a 2-D lid-driven cavity flow, Comput. Fluids,  32, 337–352.

 

Bruneau, Ch. H. and Saad, M. (2006). The 2D lid-driven cavity problem revisited, Comput. Fluids,  35, 326–348.

 

Kosti, S. and Rathore, V. S. (2015). Numerical Study of Lid Driven Cavity at Different   Reynolds Number. Trends in Mechanical Engineering & Technology. 5. 42-46. 

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