ADAPTIVE MATHEMATICAL MODEL OF THERMAL PROCESSES IN A COSINE POWER CAPACITOR
https://doi.org/10.21122/1029-7448-2016-59-4-301-312
Abstract
The existing protection and diagnostics systems are unable to detect the power capacitor abnormal heating caused by the development of its malfunctions. A diagnosis technique is presented that provides discovering such a heating at its early manifestation. The technique includes algorithms and an apparatus component in a form of a digital device, and it is based on continuous measuring of a capacitor body surface temperature, ambient temperature, voltages and currents from the power source. On the basis of measured values the active power losses in the capacitor and the temperature of the hottest point of its dielectric were calculated. Thereafter, the calculated average daily values of the temperature was analyzed, and, should the tendency of permanent increase of these values is detected, the diagnosis alarms of danger levels of abnormal heating are formed, viz. a low level, an average level, a high level and a very high level. The presented algorithms have been developed heuristically. Their final formation is possible only after years of operation of the proposed diagnosis system applied to the real objects. Because of application of the diagnosis system the probability of capacitor units’ failure will be lower and thus the dependability of the power supply may be higher. The implementation of the developed system will reduce the probability of sudden failure of capacitor units, and, correspondingly, will increase the reliability of the electricity supply system of an enterprise.
About the Authors
D. I. ZaliznyBelarus
Address for correspondence: Zalizny Dmitry I. – P. O. Sukhoi Gomel State Technical University, 48/2 October Ave., 246746, Gomel, Republic of Belarus Tel.: +375 232 40-57-64 kaf_power@gstu.by
O. G. Shirokov
Belarus
G. O. Shirokov
Belarus
A. A. Kapanskiy
Belarus
References
1. Kuchinsky G. S.; Nazarov N. I. (1992) Electric Power Capacitors. Moscow; Energoatomizdat. 320 (in Russian).
2. El-Husseini M., Venet P., Rojat G., Joubert C. (2002) Thermal Simulation for Geometric Optimization of Metallized Polypropylene Film Capacitors. IEEE Transactions on Industry Applications, 38 (3), 713–718. DOI: 10.1109/TIA.2002.1003421.
3. Parler S. G., Macomber L. L. (1999) Predicting Operating Temperature and Expected Lifetime of Aluminum-Electrolytic Bus Capacitors with Thermal Modeling. Powersystems World International Conference (PCIM), November 1999.
4. Development of an Equivalent Circuit Model for Electrochemical Double Layer Capacitors with Distinct Electrolytes / J. Kang [et al.] // Electrochimica Acta. 2014. Vol. 115, No 1. P. 587–598.
5. Kang J., Wen J., Jayaram S. H., Yu A., Wang X. (2014) Development of an Equivalent Circuit Model for Electrochemical Double Layer Capacitors with Distinct Electrolytes. Electrochimica Acta. 115 (1), 587–598. DOI: 10.1016/j.electacta.2013.11.002.
6. Sarwar W., Marinescu M., Green N., Taylor N., Offer G. (2016) Electrochemical Double Layer Capacitor Electro-Thermal Modeling. Journal of Energy Storage, 5 (1), 10–24. DOI: 10.1016/j.est.2015.11.001.
7. Guillemet Ph., Scudeller Y., Brousse Th. (2006) Multi-Level Reduced-Order Thermal Modeling of Electrochemical Capacitors. Journal of Power Sources, 157 (1), 630–640. DOI: 10.1016/j.jpowsour.2005.07.072.
8. D'Entremont ?., Pilon L. (2014) First-Principles Thermal Modeling of Electric Double Layer Capacitors under Constant-Current Cycling. Journal of Power Sources, 246, 887–898. DOI: 10.1016/j.jpowsour.2013.08.024.
9. Shirokov O. G., Zalizny D. I. (2008) Thermal Equivalent Circuit of Power Industry Equipment. Naukoyemkiye Tehknologiyi [High Technologies], (2), 63–67 (in Russian).
10. Zalizny D. I., Prokhorenko S. N. (2012) Mathematical Model for Thermal Processes of SingleCore Power Cable.Energetika. Izvestiya Vysshikh Uchebnykh Zavedenii i Energeticheskikh Obedinenii SNG [Energetika. Proc. CIS Higher Educ. Inst. and ower Eng. Assoc.], (5), 25–34 (in Russian).
11. Gulevich A. I., Kireyev A. P. (1981) Production of Power Capacitors: Training Manual for Training Workers of Production. Moscow, Vysshaya Shkola. 284 (in Russian).
Review
For citations:
Zalizny D.I., Shirokov O.G., Shirokov G.O., Kapanskiy A.A. ADAPTIVE MATHEMATICAL MODEL OF THERMAL PROCESSES IN A COSINE POWER CAPACITOR. ENERGETIKA. Proceedings of CIS higher education institutions and power engineering associations. 2016;59(4):301-312. (In Russ.) https://doi.org/10.21122/1029-7448-2016-59-4-301-312