MODELING OF TEMPERATURE FIELDS IN A SOLID HEAT ACCUMULLATORS
DOI:
https://doi.org/10.15802/stp2016/83406Keywords:
solid heat accumulator, thermal storage materialAbstract
Purpose. Currently, one of the priorities of energy conservation is a cost savings for heating in commercial and residential buildings by the stored thermal energy during the night and its return in the daytime. Economic effect is achieved due to the difference in tariffs for the cost of electricity in the daytime and at night. One of the most common types of devices that allow accumulating and giving the resulting heat are solid heat accumulators. The main purpose of the work: 1) software development for the calculation of the temperature field of a flat solid heat accumulator, working due to the heat energy accumulation in the volume of thermal storage material without phase transition; 2) determination the temperature distribution in its volumes at convective heat transfer. Methodology. To achieve the study objectives a heat transfer theory and Laplace integral transform were used. On its base the problems of determining the temperature fields in the channels of heat accumulators, having different cross-sectional shapes were solved. Findings. Authors have developed the method of calculation and obtained solutions for the determination of temperature fields in channels of the solid heat accumulator in conditions of convective heat transfer. Temperature fields over length and thickness of channels were investigated. Experimental studies on physical models and industrial equipment were conducted. Originality. For the first time the technique of calculating the temperature field in the channels of different cross-section for the solid heat accumulator in the charging and discharging modes was proposed. The calculation results are confirmed by experimental research. Practical value. The proposed technique is used in the design of solid heat accumulators of different power as well as full-scale production of them was organized.
References
Belimenko, S. S., & Ishchenko, V. A. (2014). Razrabotka kriteriyev effektivnosti zaryada i razryada tverdotelnogo teplovogo akkumulyatora. Nauka ta prohres transportu – Science and Transport Progress, 5, 7-16. doi:10.15802/stp2014/29945
Gabrinets, V. A., & Titarenko, I. V. (2012). Optimalnaya forma teplovogo akkumulyatora s fazovym perekhodom v teploak-kumuliruyushchem materiale pri vertikalnom raspolozhenii kanala podvoda i otvoda tepla. Paper presented at XIII mizhnararodna konferentsiya «Vidnovliuvalna enerhetyka 21 stolittia», Krym.
Gabrinets, V. A., Trofimenko, A. V., & Nakashidze, L. V. (2015). Optimizatsiya gruntovogo teplovogo akkumulyatora. Paper presented at VII mizhnarodna naukovo-praktychna konferentsiya «Vidnovliuvalna enerhetyka ta enerhoefektyvnist u 21 stolitti», .
Dan, P. D., & Rey, D. A. (1979). Teplovyye truby. Moscow: Energiya.
Druzhinin, P. V., Korichev, A. A., & Kosenkov, I. A. (2009). Matematicheskaya model protsessa khraneniya teploty v teplovom akkumulyatore. Tekhniko-tekhnologicheskiye problemy servisa-Technical and Technological Service Problems, 2, 63-65.
Kuzyaev, I. M., Kazimirov, I. P., & Belimenko, S. S. (2011). Postroyeniye matematicheskikh modeley dlya analiza temperaturnykh napryazheniy v rabochikh elementakh tekhnicheskikh sistem. Voprosy khimii i khimicheskiye tekhnologii-Issues of Chemistry and Chemical Technologies,6(6), 211-217.
Levenberg, V. D., Tkach, M. R., & Golstrem, V. A. (1991). Akkumulirovaniye tepla. Kiyev: Tekhnika.
Lykov, A. V. (1967). Teoriya teploprovodnosti. Moscow: Vysshaya shkola.
Lykov, A. V. (1972). Teplomassoobmen. Moscow: Energiya.
Druzhinin, P. V., Korichev, A. A., Kosenkov, I. A., & Yurchik Ye.Yu., (2009). Matematicheskaya model protsessa razryadki teplovogo akkumulyatora fazovogo perekhoda. Tekhniko-tekhnologicheskiye problemy servisa-Technical and Technological Service Problems, 4(10), 18-22.
Reznitskiy, L. A. (1996). Teplovyye akkumulyatory. Moscow: Energoatomizdat.
McKechhie, J. (1972). The heat pipe: A list of pertient references. National Engineering Laboratory, East Kilbride. Applied Heat SR. BIB.
Feldman, K. T., & Whiting, G. H. (1968). Applications of the heat pipe. Mechanical Engineering,90(11), 48-53.
Behfard, M. (2016). Numerical investigation for finding the appropriate design parameters of a fin-and-tube heat exchanger with delta-winglet vortex generators. Heat and Mass Transfer, 52(1), 21-37. doi:10.1007/s00231-015-1705-1
Downloads
Published
How to Cite
Issue
Section
License
Copyright and Licensing
This journal provides open access to all of its content.
As such, copyright for articles published in this journal is retained by the authors, under the terms of the Creative Commons Attribution 4.0 International License (CC BY 4.0). The CC BY license permits commercial and non-commercial reuse. Such access is associated with increased readership and increased citation of an author's work. For more information on this approach, see the Public Knowledge Project, the Directory of Open Access Journals, or the Budapest Open Access Initiative.
The CC BY 4.0 license allows users to copy, distribute and adapt the work in any way, provided that they properly point to the author. Therefore, the editorial board of the journal does not prevent from placing published materials in third-party repositories. In order to protect manuscripts from misappropriation by unscrupulous authors, reference should be made to the original version of the work.