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References
Khan, J., Kumar, R.: Natural convection in vertical annuli: a numerical study for constant heat flux on the inner wall. ASME J. Heat Transfer-Trans. ASME 111(4), 909–915 (1989)
Sankar, M., Kim, B., Lopez, J.M., Do, Y.: Thermosolutal convection from a discrete heat and solute source in a vertical porous annulus. Int. J. Heat Mass Transf. 55(15–16), 4116–4128 (2012)
Lopez, J.M., Sankar, M., Do, Y.: Constant-flux discrete heating in a unit aspect-ratio annulus. Fluid Dyn. Res. 44, 0655077 (2012)
Abouali, O., Falahatpisheh, A.: Numerical investigation of natural convection of \(Al_{2}O_3\) nanofluid in vertical annuli. Heat Mass Transf. 46(1), 15–23 (2009)
Cadena-de la Pe\(\tilde {n}\)a, N.L., Rivera-Solorio, C.I., Pay\(\acute {a}\)n-Rodr\(\acute {i}\)guez, L.A., Garc\(\acute {i}\)a-Cu\(\acute {e}\)llar, A.J., L\(\acute {o}\)pez-Salinas, J.L.: Experimental analysis of natural convection in vertical annuli filled with AlN and \(TiO_2\)/mineral oil-based nanofluids. Int. J. Therm. Sci. 111, 138–145 (2017).
Mebarek-Oudina, F.: Convective heat transfer of Titania nanofluids of different base fluids in cylindrical annulus with discrete heat source. Heat Transf.-Asian Res. 48(1), 135–147 (2019)
Pushpa, B.V., Sankar, M., Mebarek-Oudina, F.: Buoyant convective flow and heat dissipation of Cu–\(H_2\)O nanoliquids in an annulus through a thin baffle. J. Nanofluids 10, 292–304 (2021)
Reddy, N.K., Sankar, M.: Buoyant heat transfer of nanofluids in a vertical porous annulus: a comparative study of different models. Int. J. Numer. Methods Heat Fluid Flow 33(2), 477–509 (2023)
Swamy, H.A.K., Sankar, M., Reddy, N.K.: Analysis of entropy generation and energy transport of Cu-water nanoliquid in a tilted vertical porous annulus. Int. J. Appl. Comput. Math. 8(1), 10 (2022)
Kaminski, D.A., Prakash, C.: Conjugate natural convection in a square enclosure: effect of conduction in one of the vertical walls. Int. J. Heat Mass Transf. 29(12), 1979–1988 (1986)
Sheremet, M.A., Pop, I.: Conjugate natural convection in a square porous cavity filled by a nanofluid using Buongiorno’s mathematical model. Int. J. Heat Mass Transf. 79, 137–145 (2014)
Alsabery, A.I., Chamkha, A.J., Saleh, H., Hashim, I.: Heatline visualization of conjugate natural convection in a square cavity filled with nanofluid with sinusoidal temperature variations on both horizontal walls. Int. J. Heat Mass Transf. 100, 835–850 (2016)
Zahan, I., Alim, M.A.: Effect of conjugate heat transfer on flow of nanofluid in a rectangular enclosure. Int. J. Heat Technol. 36(2), 397–405 (2018)
Sankar, M., Reddy, N.K., Do, Y.: Conjugate buoyant convective transport of nanofluids in an enclosed annular geometry. Sci. Rep. 11(1), 1–22 (2021)
Guo, Z.: A review on heat transfer enhancement with nanofluids. J. Enhanc. Heat Transf. 27(1), 1–70 (2020)
Mebarek Oudina, F., Chabani, I.: Review on nano-fluids applications and heat transfer enhancement techniques in different enclosures. J. Nanofluids 11(2), 155–168 (2022)
N. Manjunatha, R. Sumithra, Effects of heat source/sink on Darcian-Benard-magneto-Marangoni convective instability in a composite layer subjected to nonuniform temperature gradients. TWMS J. App. Eng. Math. 12(3), 969–984 (2022)
Manjunatha, N., Sumithra, R., Vanishree, R.K., Influence of constant heat source/sink on non-Darcian-Benard double diffusive Marangoni convection in a composite layer system. J. Appl. Math. Inf. 40(1–2), 99–115 (2022)
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Pushpa, B.V., Arokiaraj, A.R.M., Baskaran, G., Jagadeesha, R.D. (2024). Conjugate Buoyant Convection of Nanoliquids in a Porous Saturated Annulus. In: Kamalov, F., Sivaraj, R., Leung, HH. (eds) Advances in Mathematical Modeling and Scientific Computing. ICRDM 2022. Trends in Mathematics. Birkhäuser, Cham. https://doi.org/10.1007/978-3-031-41420-6_25
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