Engineering Journal: Science and InnovationELECTRONIC SCIENCE AND ENGINEERING PUBLICATION
Certificate of Registration Media number Эл #ФС77-53688 of 17 April 2013. ISSN 2308-6033. DOI 10.18698/2308-6033
  • Русский
  • Английский
Article

Validation of the octadecane melting numerical model using a laboratory experiment

Published: 23.08.2023

Authors: Voropaev R.A., Matsak I.S.

Published in issue: #8(140)/2023

DOI: 10.18698/2308-6033-2023-8-2296

Category: Mechanics | Chapter: Mechanics of Liquid, Gas, and Plasma

The paper presents results of studying the melting process of octadecane, the heat-accumulating substance used in a space heat accumulator. The Stefan problem formulated for the phase transition boundary has an analytical solution only for the one-dimensional case. And in the case of the structure real geometry, it could be solved only using the numerical methods, in particular, by simulation in the ANSYS Fluent universal software system for the finite element analysis. To validate the developed numerical models, model experiments were carried out on octadecane melting in the cylindrical glass flask with heat-insulated side walls, the heater was positioned at the flask lower end. Two-dimensional and three-dimensional numerical models were investigated at the heating powers of 7.1 W and 34.2 W. The molten substance fraction dynamics in the two-dimensional and three-dimensional models was compared to the experimental data. Heat losses in heating the structure and convective heat exchange with the external media were taken into account. Results of numerical and laboratory experiments are presented, which could be used in testing the constant power heating model of a heat-accumulating substance. The results obtained show that with absolute temperature alteration in the heat-accumulating substance by an insignificant value (up to 10°C), the Boussinesq approximation provides results well verified by the experimental data.


References
[1] Evdokimov R.A., Tugaenko V.Yu., Scherbenko N.V. Perspektivy primeneniya i otrabotka tekhnologii besprovodnoy peredachi elektricheskoy energii mezhdu kosmicheskimi apparatami [Application and development prospects for spacecraft-to-spacecraft wireless transmission of electric energy]. Inzhenerny zhurnal: nauka i innovatsii — Engineering Journal: Science and Innovation, 2022, iss. 7 (127). https://doi.org/10.18698/2308-6033-2022-7-2196
[2] Sharma A., Tyagi V.V., Chen C.R., Buddhi D. Review on thermal energy storage with phase change materials and applications. Renewable and Sustainable Energy Reviews, 2009, vol. 13 (2), pp. 318–345.
[3] Zalba B., Marin J., Cabeza L., Mehling H. Review on thermal energy storage with phase change: materials, heat transfer analysis and applications. Applied Thermal Engineering, 2003, vol. 23 (3), pp. 251–283.
[4] Asyraf W.M., Vasu A., Hagos F.Y., Noor M.M., Mamat R. Transient modelling of heat loading of phase change material for energy storage. MATEC Web of Conferences, 2017, vol. 90, pp. 1–12.
[5] Bondareva N.S., Sheremet M.A. Natural convection melting influence on the thermal resistance of a brick partially filled with phase change material. Fluids, 2021, vol. 6 (7), p. 258.
[6] Vogel J., Bauer D. Phase state and velocity measurements with high temporal and spatial resolution during melting of n-octadecane in a rectangular enclosure with two heated vertical sides. International Journal of Heat and Mass Transfer, 2018, vol. 127, pp. 1264–1276.
[7] Sharifi N., Robak C.W., Bergman T.L., Faghri A. Three-dimensional PCM melting in a vertical cylindrical enclosure including the effects of tilting. International Journal of Heat and Mass Transfer, 2013, vol. 65, pp. 798–806.
[8] Kamkari B., Shokouhmand H., Bruno F. Experimental investigation of the effect of inclination angle on convection-driven melting of phase change material in a rectangular enclosure. International Journal of Heat and Mass Transfer, 2014, vol. 72, pp. 186–200.
[9] Faghri A., Zhang Y. Fundamentals of Multiphase Heat Transfer and Flow. Springer, 2020.
[10] Vogel J., Thess A. Validation of a numerical model with a benchmark experiment for melting governed by natural convection in latent thermal energy storage. Applied Thermal Engineering, 2019, vol. 148, pp. 147–159.
[11] Batchelor G. K. Heat transfer by free convection across a closed cavity between vertical boundaries at different temperatures. Quarterly of Applied Mathematics, 1954, vol. 12, pp. 209–233.
[12] Wong H.Y. Heat transfer for engineers. Longman, London and New York, 1979, 212 p.
[13] Shokouhmand H., Kamkari B. Experimental investigation on melting heat transfer characteristics of lauric acid in a rectangular thermal storage unit. Experimental Thermal and Fluid Science, 2013, vol. 50, pp. 201–212.
[14] Faden M., Höhlein S., Wanner J., König-Haagen A., Brüggemann D. Review of thermophysical property data of octadecane for phase-change studies. Materials, 2019, vol. 12 (2974), pp. 1–23.
[15] Galione P.A., Lehmkuhl B.O., Rigola S.J., Oliva L.A. Fixed-grid numerical modeling of melting and solidification using variable thermo-physical properties — Application to the melting of n-Octadecane inside a spherical capsule. International Journal of Heat and Mass Transfer, 2015, vol. 86, pp. 721–743.
[16] Mikheev M.A., Mikheeva I.M. Osnovy teploperedachi [Basics of heat transfer]. Moscow, Energiya Publ., 1977.
[17] ANSYS 15 Fluent Theory Guide. ANSYS, Inc., 2015, 814 p.
[18] Vikas A.Y., Vadav A., Soni S. K. Simulation of melting process of a phase change material (PCM) using ANSYS (Fluent). International Research Journal of Engineering and Technology (IRJET), 2017, vol. 4 (5), 7.