MONTE-CARLO SIMULATION OF HEAT RANSFER OF NANOFLUID IN A CHANNEL
Keywords:
nanofluid, heat transfer, Monte Carlo simulation.
Abstract
This article describes algorithm for nanofluids heat transfer simulation which is based on the Monte-Carlo method. The steady flow in a flat channel is considered. On the basis of the algorithm the effect of various parameters of nanofluids on the relative Nusselt number is studied.
References
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2. Li Q., Xuan Y. Heat transfer enhancement of nanofluids. // International Journal of Heat and Fluid Flow. – 2000. – No21, – P. 58 – 64.
3. Buongiorno J. Convective transport in nanofluids. Journal of Heat Transfer. – 2006. – No 128, – P. 240 – 250.
4. Avramenko A.A., Blinov D.G., Shevchuk I.V. Self-similar analysis of fluid flow and heat-mass transfer of nanofluids in boundary layer. Phys. Fluids. – 2011. – No 23, – P. 082002-1 – 082002-8.
5. Avramenko A.A., Blinov D.G., Shevchuk I.V., Kuznetsov A.V. Symmetry analysis and self-similar forms of fluid flow and heat-mass transfer in turbulent boundary layer flow of a nanofluid. Phys. Fluids. – 2012. – No 24, – P. 082002-1 – 082002-8.
6. Avramenko A.A., Shevchuk V.I., Tyrinov A.I., Blinov D.G. Heat transfer at film condensation of stationary vapor with nanoparticles near a vertical plate. Applied Thermal Engineering. – 2014. – No 73, – P. 389 – 396.
7. Avramenko A.A., Shevchuk V.I., Tyrinov A.I., Blinov D.G. Heat transfer at film condensation of moving vapor with nanoparticles over a flat surface. International Journal of Heat and Mass Transfer. – 2015. – No 82, – P. 316 – 324.
8. Avramenko A.A., Shevchuk V.I., Tyrinov A.I., Blinov D.G. Heat transfer in stable film boiling of a nanofluid over a vertical surface. International Journal of Thermal Sciences. – 2015. – No 92, – P. 106 – 118.
9. Avramenko A.A., Tyrinov A.I., Shevchuk I.V., Dmitrenko N.P. Dean instability of nanofluids with radial temperature and concentration non-uniformity. Phys. Fluids. – 2016. – No 28, – P. 034104-1 – 034104-16.
10. Avramenko A.A., Tyrinov A.I., Shevchuk I.V., Dmitrenko N.P. Centrifugal instability of nanofluids with radial temperature and concentration non-uniformity between co-axial rotating cylinders. European Journal of Mechanics B/Fluids. 2016. – No 60, – P. 90– 98.
11. Haji-Sheikh A., Sparrow E.M. The Solution of Heat Conduction Problems by Probability Methods. Journal of Heat Transfer. – 1967. – No 89, – P. 121 – 130.
12. Kuznetsov V.F. The solution of heat conduction problems by Monte Carlo method. – I. V. Kurchatov Institute of Atomic Energy: – 1973. p. 20. (Rus.)
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Published
2016-12-20
How to Cite
Kravchuk, A. (2016). MONTE-CARLO SIMULATION OF HEAT RANSFER OF NANOFLUID IN A CHANNEL. Thermophysics and Thermal Power Engineering, 38(6), 21-29. https://doi.org/https://doi.org/10.31472/ihe.6.2016.03
Section
Heat and Mass Exchange Processes
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