Noname
Authors: MESHKOVSKIY V.E. | Published: 13.11.2014 |
Published in issue: #11(656)/2014 | |
Category: Calculation and Design of Machinery | |
Keywords: large space structures, truss space antenna, thermal effects, temperature field, thermal deformation, root-mean-square deviation. |
When developing large space structures (antennas), it is very important to evaluate the influence of temperature on the accuracy of the deformed shape of the truss reflecting surface. In this paper, an uncoupled problem of thermo elasticity is solved. The temperature field due to the heat flows from the Sun and the Earth is determined. The stress-strain state of the reflector frame was calculated, which made it possible to estimate the change of the reflecting surface shape in terms of the root-mean-square deviation. The proposed algorithm formed the basis for the development of software modules that can be used in computer simulation to predict the mechanical properties of reflectors and the corresponding radio characteristics of antennas.
References
[1] Tibert A.G., Pellegrino S. Furlable reflector concept for small satellites. 19th AIAA Applied Aerodynamics Conference, 2001, no. 1261, pp. 1–11.
[2] Banichuk N.V., Karpov I.I., Klimov D.M., Markeev A.P., Sokolov B.N., Sharaniuk A.V. Mekhanika bol’shikh kosmicheskikh konstruktsii [Mechanics of large space structures]. Moscow, Faktorial publ., 1997. 302 p.
[3] Meshkovskii V.E. Teplovoi rezhim fermennogo reflektora [Thermal analysis of a large deployablespace antenna truss reflector]. Inzhenernyi zhurnal: nauka i innovatsii [Engineering Journal: Science and Innovations]. 2013, no. 7(19). Available at: http://engjournal.ru/articles/852/html (accessed 20 June 2014).
[4] Golovanov A.I., Berezhnoi D.V. Metod konechnykh elementov v mekhanike deformiruemykh tverdykh tel [The finite element method in mechanics of deformable solid bodies]. Kazan’, DAS publ., 2001. 301 p.
[5] Shimkovich D.G. Raschet konstruktsii v MSC.Visual Nastran for Windows [Calculation of structures in MSC.Visual Nastran for Windows]. Moscow, DMK Press, 2004. 704 p.
[6] Zarubin V.S., Kuvyrkin G.N. Matematicheskie modeli mekhaniki i elektrodinamiki sploshnoi sredy [Mathematical models of mechanics and electrodynamics of continuous media]. Moscow, Bauman Press, 2008. 512 p.
[7] Matematicheskaia statistika [Mathematical Statistics]. Ed. Zarubin V.S., Krishchenko A.P. Moscow, Bauman Press, 2001. 424 p.
[8] Feizulla N.M., Kisanov Iu.A. Osobennosti formoobrazovaniia poverkhnosti kosmicheskikh antenn s setchatym otrazhatelem [Features shaping surface space antennas with mesh reflector]. Sbornik Antenny [Collection of Antennas]. Moscow, Radio i sviaz’ publ., 1987, issue 34, pp.107–115.
[9] Kratnye i krivolineinye integraly. Elementy teorii polia [Multiple and line integrals. Elements of the theory of the field]. Ed. Zarubin V.S., Krishchenko A.P. Moscow, Bauman Press, 2001. 492 p.
[10] Meshkovskii V.E. Razrabotka geometricheskoi modeli raskryvaiushcheisia krupnogabaritnoi kosmicheskoi konstruktsii fermennogo tipa [Development of a geometric model drop-down of large space structures truss-type]. Vestnik MGTU im. N.E. Baumana. Ser. Estestvennye nauki [Herald of the Bauman Moscow State Technical University. Ser. Natural Sciences]. 2009, no. 4(35), pp. 56–71.