Determining thermal resistance in the model of the liquid circuit of spacecraft thermal control system

Автор: Yu. N. Shevchenko, A. A. Kishkin, F. V. Tanasiyenko, O. V. Shilkin, M. M. Popugayev

Журнал: Siberian Aerospace Journal @vestnik-sibsau-en

Рубрика: Aviation and spacecraft engineering

Статья в выпуске: 3 vol.20, 2019 года.

Бесплатный доступ

The main function of a thermal control system (TCS) is to maintain the temperature at nodal points of a spacecraft in given ranges due to redistribution of thermal energy and the discharge of excess thermal energy into space. TCS may have a different design and principle of operation. One of the most common options is TCS using a liquid circuit (LC) and pumping coolant circulation. In the development of promising design-layout schemes for instrument compartments of nonhermetic formation spacecraft, it becomes necessary to state and solve new problems associated with the creation of computational and mathematical models of intermediate convective heat transfer in a fluid circuit. For systems of integral equations of a LC thermal model with fairly complex topographic boundaries and connections, the justification and use of the defining (equivalent) thermal resistance seems to be a compromise of counting implementation of a system that simulates a TCS with integration along the length of the LC. In this paper, for the computational model of the liquid circuit of the thermal control system, including the system of equations of two-dimensional thermal balance of the characteristic surfaces of a nonhermetic formation spacecraft, a method of calculating the determining thermal resistances was proposed and implemented. This method includes the calculation of the complex heat transfer coefficient and the local heat transfer coefficient to the heat carrier flow. The approach considered in this paper allows us to obtain a numerical solution for the distribution of heat flows and temperatures of liquid circuits with complex topographic boundaries and connections with minimal loss of accuracy. The determination of the local heat transfer coefficient makes it possible to take into account the influence of changes in the temperature of the coolant flow on the overall picture of convective heat exchange.

Еще

Thermal control system, liquid circuit, thermal resistance, local heat transfer coefficient.

Короткий адрес: https://sciup.org/148321696

IDR: 148321696   |   DOI: 10.31772/2587-6066-2019-20-3-366-374

Список литературы Determining thermal resistance in the model of the liquid circuit of spacecraft thermal control system

  • Meseguer J., Perez-Grande I., Sanz-Andres A. Spacecraft thermal control. Cambridge, UK, Woodhead Publishing Limited, 2012, 413 p.
  • Gilmore D. G. Spacecraft thermal control handbook. The Aerospace Corporation Press, 2002, 413 p.
  • Krushenko G. G., Golovanova V. V. [Perfection of the system of thermal regulation of spacecraft]. Vestnik SibSAU. 2014, No. 3 (55), P. 185–189 (In Russ.).
  • Chebotarev V. E., Zimin I. I. Procedure for evaluating the effective use range of the unified space platforms. Siberian Journal of Science and Technology. 2018, Vol. 19, No. 3, P. 532–537. Doi: 10.31772/2587-6066-2018-19-3-532-537
  • Tanasienko F. V., Shevchenko Y. N., Delkov A. V., Kishkin A. A. Two-dimensional thermal model of the thermal control system for nonhermetic formation spacecraft. Siberian Journal of Science and Technology. 2018, Vol. 19, No. 3, P. 445–451. Doi: 10.31772/2587-6066-2018-19-3-445-451.
  • Tanasiyenko F. V., Shevchenko Yu. N., Delkov A. V., Kishkin A. A., Melkozerov M. G. [Computational experiment on obtaining the characteristics of a thermal control system of spacecraft]. Siberian Journal of Science and Technology. 2018, Vol. 19, No. 2, P. 233–240 (In Russ.).
  • Delcov A. V., Hodenkov A. A., Zhuikov D. A. Mathematical modeling of single-phase thermal control system of the spacecraft. Proceedings of 12th Intern. Conf. on Actual Problems of Electronic Instrument Engineering, APEIE 2014. 2014, P. 591–593.
  • Delcov A. V., Hodenkov A. A., Zhuikov D. A. Numerical modeling and analyzing of conjugate radiation-convective heat transfer of fin-tube radiator of spacecraft. IOP Conference Series: Materials Science and Engineering. 2015, Vol. 93, No. 012007.
  • Weyburne D. W. Approximate heat transfer coefficients based on variable thermophysical properties for laminar flow over a uniformly heated flat plate. International Journal of Heat and Mass Transfer. 2008, Vol. 44, Iss. 7, P. 805-813. Doi: 10.1007/s00231-007-0306-z.
  • Weyburne D. W. New thickness and shape parameters for the boundary layer velocity profile. Experimental Thermal and Fluid Science. 2014, Vol. 54, P. 22–28. Doi: 10.1016/j.expthermflusci.2014.01.008.
  • Patil P. M., Roy M., Shashikant A., Roy S., Momoniat E. Triple diffusive mixed convection from an exponentially decreasing mainstream velocity. International Journal of Heat and Mass Transfer. 2018, Vol. 124, P. 298–306. Doi: 10.1016/j.ijheatmasstransfer.2018.03.052.
  • Seyyedi S. M., Dogonchi A. S., Hashemi-Tilehnoee M., Ganji D. D. Improved velocity and temperature profiles for integral solution in the laminar boundary layer flow on a semi-infinite flat plate. Heat Transfer – Asian Research. 2019, Vol. 48, Iss. 1, P. 182–215. Doi: 10.1002/htj.21378.
  • Denarie A., Aprile M., Motta M. Heat transmission over long pipes: New model for fast and accurate district heating simulations. Energy. 2019, Vol. 166, P. 267–276. Doi: 10.1016/j.energy.2018.09.186.
  • Tolstopyatov M. I., Zuev A. A., Kishkin A. A., Zhuykov D. A., Nazarov V. P. [Rectilinear uniform flow of gases with heat transfer in power plants of aircraft]. Vestnik SibSAU. 2012, No. 4 (44), P. 134–139 (In Russ.).
  • Delkov A. V., Kishkin A. A., Lavrov N. A., Tanasienko F. V. Analysis of efficiency of systems for control of the thermal regime of spacecraft. Chemical and Petroleum Engineering. 2016, No. 9, P. 714–719.
Еще
Статья научная