×

Construction of interactive geometric model of outside surface of a spacecraft. (Russian. English summary) Zbl 1470.70038

Summary: In this paper author introduces the approach to construction of interactive model of external spacecraft surface which is used in applications related to computing integrals on surface of a spacecraft, finding visible parts of surface taking in account its each other overlapping, finding projection of surface to arbitrary plane using given projection operator. In current approach surface of a spacecraft is constructed of number geometric primitives. Introduced method makes possible to turn on/off parts of the model, modeling of movable elements (like antennas, manipulators, solar batteries). This approach was implemented as a program module, which is used in number of mathematical modeling software: modeling of aerodynamic force and the moments affecting on a spacecraft, light pressure force and moments, modeling of operational behavior of solar batteries of spacecraft, modeling of thermal conditions of a spacecraft, modeling of electromagnetic waves diffraction on spacecraft surface. In this paper an example of using geometric model to compute aerodynamic force and moment is introduced.

MSC:

70P99 Variable mass, rockets
65D17 Computer-aided design (modeling of curves and surfaces)
PDFBibTeX XMLCite
Full Text: DOI MNR

References:

[1] N. D. Semkin, V. L. Balakin, V. V. Bragin, “Modelirovanie raspredeleniia elektromagnitnogo polia pri elektrostaticheskom razriade na poverkhnosti kosmicheskogo apparata”, Vestnik Samarskogo gos. aerokosmicheskogo universiteta, 2012, no. 2 (33) · Zbl 1289.52025
[2] V. I. Kurenkov, V. V. Salmin, B. A. Abramov, Modelirovanie tselevogo funktsionirovaniia kosmicheskikh apparatov nabliudeniia s uchetom energobalansa, Izd-vo SGAU, Samara, 2007, 173 pp.
[3] N. D. Semkin, V. L. Balakin, V. V. Bragin, “Modelirovanie raspredeleniia elektromagnitnogo polia pri elektrostaticheskom razriade na poverkhnosti kosmicheskogo apparata”, Vestnik SGAU, 2012, no. 2 (33) · Zbl 1289.52025
[4] N. N. Golovanov, Geometricheskoe modelirovanie, uchebnik dlia uchrezhdenii vyssh. prof. obrazovaniia, Izdatelskii tsentr «Akademiia», M., 2011, 272 pp.
[5] V. V. Sazonov, Vas. V. Sazonov, “Ispolzovanie utochnennoi modeli aerodinamicheskogo momenta v zadache rekonstruktsii vrashchatelnogo dvizheniia sputnikov foton”, Kosmicheskie issledovaniia, 49:2 (2011), 117-127
[6] V. V. Sazonov, Vas. V. Sazonov, “Raschet glavnogo vektora i glavnogo momenta sil svetovogo davleniia, deistvuiushchikh na kosmicheskii apparat s solnechnym parusom”, Kosmicheskie issledovaniia, 49:1 (2011), 59-67
[7] S. B. Medvedev, V. V. Sazonov, Kh. U. Saigiraev, “Modelirovanie zon neustoichivoi raboty radiotekhnicheskoi izmeritelnoi sistemy s aktivnym otvetom vo vremia sblizheniia i stykovki kosmicheskikh korablei s Mezhdunarodnoi kosmicheskoi stantsiei”, Matematicheskoe modelirovanie, 24:2 (2012), 151-160 · Zbl 1274.78002
[8] V. V. Sazonov, “Algoritm opredeleniia osveshchennosti solnechnykh batarei Rossiiskogo segmenta Mezhdunarodnoi kosmicheskoi stantsii”, Izvestiia MGTU “MAMI”, 3:2 (20) (2014), 65-70
[9] D. Cohen-Or et al., “A survey of visibility for walkthrough applications”, IEEE Transactions on Visualization and Computer Graphic, 9:3 (2003), 412-431 · doi:10.1109/TVCG.2003.1207447
[11] V. V. Sazonov, “Algoritm otyskaniia osveshchennykh uchastkov mnogogrannykh poverkhnostei v ploskoparallelnom svetovom potoke”, Mat. modelir., 19:6 (2007), 16-31
[13] T. Möller, B. Trumbore, “Fast, Minimum Storage Ray-Triangle Intersection”, Journal of Graphics Tools, 2:1 (1997), 21-28 · doi:10.1080/10867651.1997.10487468
[14] Bala R. Vatti, “A generic solution to polygon clipping”, Communications of the ACM, 35:7, July (1992), 56-63 · doi:10.1145/129902.129906
[16] M. Kagan, S. Pushko, A. Samylovskaya, V. Sazonov, I. Samylovskiy, A. Sapelkin, “Shadow Thermal Cycling and Its Effect on Predicted Time of EOL of SA”, 12th European Space Power Conference (ESPC-2019) (Juan-les-Pins, Côte d’Azur, France)
[17] H. ElGindy, H. Everett, G. T. Toussaint, “Slicing an ear using prune-and-search”, Pattern Recognition Letters, 14:9 (1993), 719-722 · Zbl 0781.68114 · doi:10.1016/0167-8655(93)90141-Y
[18] V. V. Beletskii, Dvizhenie iskusstvennogo sputnika Zemli otnositelno tsentra mass, Nauka, M., 1965, 416 pp.
This reference list is based on information provided by the publisher or from digital mathematics libraries. Its items are heuristically matched to zbMATH identifiers and may contain data conversion errors. In some cases that data have been complemented/enhanced by data from zbMATH Open. This attempts to reflect the references listed in the original paper as accurately as possible without claiming completeness or a perfect matching.