Linear instability of Nanofluid with helical force

Authors

  • Vajja Ramesh, A. Venkatalakshmi

Keywords:

Thermal instability, Nanofluid, Eigenvalue Problem.

Abstract

The investigation focuses on the onset of convection in a horizontal layer saturated nanofluid with helical force. The non-dimensional governing equations is solved using the normal mode technique, resulting in an eigenvalue problem. The eigenvalue problem for
linear instability is solved using the one-term Galerkin approach which gives the analytical expression for Rayleigh number. Neutral curves are drawn for both steady and oscillatory instability for all physical parameters.

References

Awad, F.; Sibanda, P.; Motsa, S.S. On the linear stability analysis of a Maxwell fluid with double-diffusive convection. Appl. Math. Model. 2010, 34, 3509–3517.

Babu, A. B., Reddy, G. S. K., & Tagare, S. G. (2019). Nonlinear magneto convection due to horizontal magnetic field and vertical axis of rotation due to thermal and compositional buoyancy. Results in Physics, 12, 2078-2090.

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Published

2024-10-12

How to Cite

Vajja Ramesh, A. Venkatalakshmi. (2024). Linear instability of Nanofluid with helical force. Journal of Computational Analysis and Applications (JoCAAA), 34(1), 297–307. Retrieved from https://eudoxuspress.com/index.php/pub/article/view/1786

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