Russian Federation
The article is devoted to the achievements of RTU MIREA students at the Olympiads in geometric-graphic and engineering disciplines held at major technical universities, including Bauman Moscow State Technical University, KNITU KAI named after A.N. Tupolev, R.E. Alekseev Nizhny Novgorod State Technical University, Omsk State Technical University, etc. The main parameters that should be taken into account when choosing an Olympiad are given. The existing All-Russian and International Student Olympiads in the disciplines of "Engineering Graphics" and "Computer Graphics" are described in detail. The system of selection and preparation of students for participation in these events is presented. Students who, as a rule, already have minimal competitive experience are invited to participate, for example, within the framework of the Moscow City or All-Russian Student Olympiad in Descriptive Geometry, Engineering and Computer Graphics. The system of development of intellectual abilities of students, developed at the Department of Engineering Graphics of RTU MIREA, shows its high efficiency, which is confirmed by victories in numerous Olympiads, regardless of the place where they are held. Since 2021, the RTU MIREA team has systematically taken first and prize places in both the team championship and the individual championship, and the number of places increases every year. In 2024 alone, RTU MIREA students took 5 first, 4 second and 1 third place in six different Olympiads. It is noteworthy that the team members are students of completely different fields of study, not directly related to engineering geometry and computer graphics.
All-Russian Olympiad, methodological system, geometry, engineering graphics, computer modeling
1. Bolotina E.V. Geometricheskoe modelirovanie poverhnostey, ekvidistantnyh ploskosti, i cilindricheskoy poverhnosti [Tekst] / E.V. Bolotina, V.I. Vyshnepol'skiy // V sbornike: KOGRAF-2023. Sbornik materialov 33-y Vserossiyskoy nauchno-prakticheskoy konferencii po graficheskim informacionnym tehnologiyam i sistemam. — Nizhniy Novgorod, 2023. S. 67–73. — DOI:https://doi.org/10.46960/kograph_2023_67 EDN: https://elibrary.ru/MBXAFZ
2. Voloshin-Chelpan E.K. Vserossiyskie studencheskie olimpiady po nachertatel'noy geometrii, inzhenernoy i komp'yuternoy grafike [Tekst] / E.K. Voloshin-Chelpan, V.A. Gerasimova, A.V. Scheglova, V.I. Vyshnepol'skiy // V sbornike: Vserossiyskogo seminara-soveschaniya zaveduyuschih kafedrami graficheskih disciplin. Rostov n/D, 2001. — S. 19–22.
3. Voloshin-Chelpan E.K. Istoriya i perspektivy Vserossiyskih olimpiad po nachertatel'noy geometrii, inzhenernoy i komp'yuternoy grafike [Tekst] / E.K. Voloshin-Chelpan, V.I. Vyshnepol'skiy, K.A. Koval' // V mezhvuzovskom nauchno-metodicheskom sbornike: Sovershenstvovanie podgotovki uchaschihsya i studentov v oblasti grafiki, konstruirovaniya i standartizacii. Saratov, 2005. — S. 174–178.
4. Voloshin-Chelpan E.K. Pyataya Vserossiyskaya studencheskaya olimpiada po nachertatel'noy geometrii, inzhenernoy i komp'yuternoy grafike [Tekst] / E.K. Voloshin-Chelpan, V.I. Vyshnepol'skiy, N.S. Kadykova, A.V. Safronov, I.A. Beglov, A.V. Antipov, V.A. Gerasimov, A.V. Scheglova // V sbornike: Problemy nauchno-metodicheskogo i organizacionnogo obespecheniya uchebnogo processa po nachertatel'noy geometrii, inzhenernoy i komp'yuternoy grafike. — Saratov, 2005. S. 149.
5. Voloshin-Chelpan E.K. Tret'ya vserossiyskaya studencheskaya olimpiada po nachertatel'noy geometrii, inzhenernoy i komp'yuternoy grafike [Tekst] / E.K. Voloshin-Chelpan, V.A. Gerasimova, A.V. Scheglova, V.I. Vyshnepol'skiy // V sbornike: Vserossiyskogo seminara-soveschaniya zaveduyuschih kafedrami graficheskih disciplin. — Rostov n/D, 2001. — S. 41–45.
6. Vserossiyskie studencheski olimpiady / OmGTU Olimpiady i konkursy [Elektronnyy resurs]. — URL: https://olimp.omgtu.ru/olimp/vserossijskie-studencheskieolimpiady-2024 (data obrascheniya: 16.02.2025).
7. Vyshnepol'skiy V.I. Metodicheskaya sistema provedeniya zanyatiy na kafedre «Inzhenernaya grafika» RTU MIREA [Tekst] / V.I. Vyshnepol'skiy, A.A. Boykov, K.T. Egiazaryan, N.S. Kadykova // Geometriya i grafika. — 2023. — T. 11. — № 1. — S. 23–34. DOI: https://doi.org/10.12737/2308-4898-2023-11-1-23-34; EDN: https://elibrary.ru/BCSTZQ
8. Vyshnepol'skiy V.I. Metodicheskie osnovy podgotovki i provedeniya olimpiad po graficheskim disciplinam [Tekst]: dis. … kand. ped. nauk / V.I. Vyshnepol'skiy. M., 2000. — 185 s. EDN: https://elibrary.ru/NLTLGJ
9. Vyshnepol'skiy V.I. Metodicheskie sistemy podgotovki i provedeniya olimpiad i razvitiya intellektual'nyh sposobnostey studentov v RTU MIREA [Tekst] / V.I. Vyshnepol'skiy, N.S. Kadykova, A.V. Efremov, K.T. Egiazaryan // Geometriya i grafika. — 2023. — T. 11. № 1. — S. 44–60. — DOIhttps://doi.org/10.12737/2308-4898-2023-11-144-60 DOI: https://doi.org/10.12737/2308-4898-2023-11-1-44-60; EDN: https://elibrary.ru/LJSLHB
10. Vyshnepol'skiy V.I. Moskovskie gorodskie olimpiady po inzhenernoy grafike / V.I. Vyshnepol'skiy [Tekst] // Geometriya i grafika. — 2013. — T. 1. — № 1. S. 83–85. — DOI:https://doi.org/10.12737/486 EDN: https://elibrary.ru/RDFXVZ
11. Vyshnepol'skiy V.I. Otkrytaya vserossiyskaya studencheskaya olimpiada po nachertatel'noy geometrii, inzhenernoy i komp'yuternoy grafike 2015 goda / V.I. Vyshnepol'skiy [Tekst] // Geometriya i grafika. 2016. — T. 4. — № 1. — S. 73–89. — DOI:https://doi.org/10.12737/18060 EDN: https://elibrary.ru/VSFWXZ
12. Vyshnepol'skiy V.I. Funkcii olimpiad [Tekst] / V.I. Vyshnepol'skiy // Geometriya i grafika. — 2013. T. 1. — № 3-4. — S. 44–47. — DOI:https://doi.org/10.12737/2133 EDN: https://elibrary.ru/RSYDGB
13. Davydkin M.A. Modelirovanie i issledovanie poverhnostey, ravnoudalennyh ot pryamoy i cilindricheskoy poverhnostey [Tekst] / M.A. Davydkin, V.I. Vyshnepol'skiy // V sbornike: KOGRAF-2022. Sbornik materialov 32-y Vserossiyskoy nauchno-prakticheskoy konferencii po graficheskim informacionnym tehnologiyam i sistemam. — Nizhniy Novgorod, 2022. S. 108–115. — DOI:https://doi.org/10.46960/kograph_2022_108 EDN: https://elibrary.ru/QRMXOY
14. Egiazaryan K.T. Issledovanie geometricheskih mest tochek, ravnootstoyaschih ot dvuh zadannyh geometricheskih figur [Tekst] / K.T. Egiazaryan, V.I. Vyshnepol'skiy // V sbornike: KOGRAF-2021. Sbornik materialov 31-y Vserossiyskoy nauchno-prakticheskoy konferencii po graficheskim informacionnym tehnologiyam i sistemam. — Nizhniy Novgorod, 2021. — S. 118–123. — DOI:https://doi.org/10.46960/43791586_2021_118 EDN: https://elibrary.ru/FGHTVT
15. Egorov E.G. O roli olimpiad v sovershenstvovanii graficheskoy podgotovki studentov [Tekst] / E.G. Egorova, V.G. Vitkalov, N.I. Masakova // V sbornike: Vserossiyskogo seminara-soveschaniya zaveduyuschih kafedrami graficheskih disciplin. — Rostov n/D, 2001. S. 73–76.
16. Kadykova N.S. Voprosy organizacii vserossiyskih i regional'nyh olimpiad [Tekst] / N.S. Kadykova, N.A. Sal'kov // V sbornike: Geometriya i grafika. M., 2011. — S. 180–185.
17. Kafedra inzhenernoy grafiki RTU MIREA «GEOMETRIADA» [Elektronnyy resurs]. — URL: https://geometriada.rf (data obrascheniya: 16.02.2025)
18. KOGRAF Vserossiyskiy molodezhnyy forum po graficheskim informacionnym tehnologiyam i sistemam [Elektronnyy resurs]. — URL: https://kograf.nntu.ru
19. Peh D.S. Geometricheskoe modelirovanie poverhnostey, ravnoudalennyh ot dvuh cilindricheskih poverhnostey, v srede Wolfram Mathematica [Tekst] / D.S. Peh, A.A. Sycheva // V sbornike: KOGRAF-2024. Sbornik materialov 34-y Vserossiyskoy nauchno-prakticheskoy konferencii po graficheskim informacionnym tehnologiyam i sistemam. — Nizhniy Novgorod, 2024. S. 99–108. EDN: https://elibrary.ru/WJHCDY
20. Sal'kov N.A. Olimpiady po nachertatel'noy geometrii kak katalizator evristicheskogo myshleniya [Tekst] / N.A. Sal'kov, V.I. Vyshnepol'skiy, V.M. Aristov, V.P. Kulikov // Geometriya i grafika. 2017. — T. 5 — № 2. — S. 93–101. — DOI:https://doi.org/10.12737/article_5953f362d92c46.58282826 DOI: https://doi.org/10.12737/article_5953f3767b1e80.12067677; EDN: https://elibrary.ru/YTYAPH
21. Suncov O.S. Modelirovanie trehmernyh otrazheniy ot krivyh zerkal v Wolfram Mathematica [Tekst] / O.S. Suncov, L.A. Zhiharev // V sbornike: KOGRAF-2023. Sbornik materialov 33-y Vserossiyskoy nauchno-prakticheskoy konferencii po graficheskim informacionnym tehnologiyam i sistemam. — Nizhniy Novgorod, 2023. — S. 127–137. — DOI:https://doi.org/10.46960/kograph_2023_127 EDN: https://elibrary.ru/TQKGEI
22. Turutina T.F. Aktivizaciya olimpiadnogo dvizheniya po graficheskim disciplinam sredstvami informacionnyh tehnologiy [Tekst] / T.F. Turutina, D.V. Tret'yakov // V mezhvuzovskom nauchno-metodicheskom sbornike: Sovershenstvovanie podgotovki uchaschihsya i studentov v oblasti grafiki, konstruirovaniya i standartizacii. — Saratov, 2007. — S. 65–70.
