OPEN ALL-RUSSIAN OLYMPIAD ON DESCRIPTIVE GEOMETRY, ENGINEERING AND COMPUTER GRAPHICS 2015
Abstract and keywords
Abstract (English):
The article is devoted to the Open All-Russian Student Olympiad on descriptive geometry, engineering and computer graphics in 2015. In accordance with the provision during the Open All-Russian Student Olympiad operated three sections: «Descriptive Geometry» (DG), «Engineering Graphics» (EG), «Computer Graphics» (CG). University team may consist of five students, the result of the team in each section is defined as the sum of the four best results. The final outcome of the university team´s performance is defined as the sum of the results in all three sections of DG, EG and CG. The criterion of success of the Open All-Russian Student Olympiad — Σ is the sum of the four parameters: Σ = p + k/10 + n + m, where p — number of universities participating of Open All-Russian Student Olympiad; k — number of students — participants of the Olympiad; n — number of subjects of the Russian Federation submitted to the competition; m — number of federal districts represented at the Olympiad. Criterion Indicator Σ2015 is the highest — the Olympiad 2015 is the most successful of the past fourteen. In the Open All-Russian Student Olympiad 2015 took part 24 unversities, 19 in Moscow and 5 in Novosibirsk. The vast majority of universities — 20 (83%), was able to prepare a full team of 4...5 people for participation in the Open All-Russian Student Olympiad 2015. Most of the participating universities (15) were able to speak in three sections. Five teams were in two sections and four in one. Students of the teams who performed in one section, prepared by a one-sided, and therefore, there is a major risk, that the training at the departments of these universities one-sided, that is not permissible. The analysis of performed Olympiad tasks leads to the conclusion, that the section «Descriptive Geometry» is the most intellectually capacious competitions in graphic disciplines. Participating teams from St. Petersburg has changed the balance of power at the National Student Olympiad on descriptive geometry, engineering and computer graphics, they pressed the dominate Institute of Fine Chemical Technologies named after M.V. Lomonosov and Tyumen State Oil and Gas University. Institute of Fine Chemical Technologies named after M.V. Lomonosov and Tyumen State Oil and Gas University lead in the ranking, according to the amount of places in the last four years: Institute of Fine Chemical Technologies named after M.V. Lomonosov is number one, Tyumen State Oil and Gas University is second best.

Keywords:
blended learning, the basic geometrical graphic training, team work, problem-based learning, project-based learning.
References

1. Asekritova S.V., Konstantinov A.V. Osobennosti provedenija predmetnyh olimpiad po disciplinam graficheskogo cikla [Features of the subject Olympiads in the disciplines of graphic cycle]. Sbornik trudov 2-oj Vserossijskoj nauchnometodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the 2nd Scientific and Technical Conference on Engineering geometry and computer graphics]. Moscow, 2009, pp. 87-92. (in Russian).

2. Asekritova S.V. Problemy podgotovki i provedenija distancionnyh olimpiad po disciplinam graficheskogo cikla [Problems of training and remote contests in the disciplines of graphic cycle]. Sbornik trudov 2-oj Vserossijskoj nauchno-metodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the 2nd Scientific and Technical Conference on Engineering geometry and computer graphics]. Moscow, 2009, pp. 93-99. (in Russian).

3. Bashkatov A.M., Kotic D.A., Jurochkina T.M. Problemy i reshenija pri komp´juterizacii graficheskih disciplin v vuze [Problems and solutions for the computerization of graphic disciplines in the University]. Geometrija i grafika [Geometry and graphics]. 2015, V. 2, I. 4, pp. 22-27. DOI:https://doi.org/10.12737/6528. (in Russian).

4. Vasil´eva R.A., Djumin V.A., Zhernosekov G.I., Lyzlov A.N., Semjonov V.A., Tihonov-Bugrov D.E. Metodicheskie ukazanija k resheniju zadach po nachertatel´noj geometrii prikladnogo haraktera (dlja podgotovki k olimpiade i vypolneniju UIRS) [Guidance for solving problems in descriptive geometry applied (to prepare for the Olympics and the implementation of the erws)]. Leningrad, Leningradskij mehanicheskij institute Publ., 1986, pp. 54. (in Russian).

5. Vel´tishhev V.V. 3D-olimpiady i komp´juternoe proektirovanie v programmah tehnicheskih universitetov [3D contest and computer engineering s the technical universities]. Geometrija i grafika [Geometry and graphics]. 2015, V. 3, I. 2, pp. 52-59. DOI:https://doi.org/10.12737/12169. (in Russian).

6. Voloshin-Chelpan Je.K., Vyshnepolsky V.I. Vserossijskaja studencheskaja olimpiada v Moskve v 1999 godu. [All-Russian student Olympiad in Moscow in 1999]. Aktual´nye voprosy sovremennoj inzhenernoj grafiki: Tezisy dokladov Vserossijskoj nauchno - metodicheskoj konferencii [Actual problems of modern engineering graphics: Abstracts of the All-Russian Scientific and Technical Conference]. Rybinsk, RGATA Publ., 2000, pp. 17-18. (in Russian).

7. Voloshin-Chelpan Je.K., Vyshnepolsky V.I., Gerasimov V.A., Shheglova A.V. Vserossijskie studencheskie olimpiady po nachertatel´noj geometrii, inzhenernoj i komp´juternoj grafike [All-Russian student Olympiad on descriptive geometry, engineering and computer graphics]. Sbornik trudov Vserossijskogo seminara-soveshhanija zavedujushhih kafedrami graficheskih disciplin Sovershenstvovanie grafo-geometricheskoj podgotovki studentov v sovremennyh uslovijah. Rostov-on-Don, izd-vo RGUPS Publ., 2001, pp. 19-21. (in Russian).

8. Voloshin-Chelpan Je.K., Vyshnepolsky V.I., Kadykova N.S. Vtoraja Vserossijskaja studencheskaja olimpiada po nachertatel´noj geometrii, inzhenernoj i komp´juternoj grafike v Moskve [The second all-Russian student Olympiad on descriptive geometry, engineering and computer graphics in Moscow]. Nachertatel´naja geometrija, inzhenernaja i komp´juternaja grafika. Mezhdunarodnyj, mezhvuzovskij nauchno-metodicheskij sbornik trudov kafedr graficheskih disciplin - Vypusk 6 [Descriptive geometry, engineering and computer graphics. International, inter-university scientific and methodological collection of works of graphic disciplines - Issue 6]. Nizhnij Novgorod, Poligrafcentr NGASU Publ., 2001, pp. 53-59. (in Russian).

9. Voloshin-Chelpan Je.K., Vyshnepolsky V.I. Kratkij istoricheskij obzor regional´nyh olimpiad po nachertatel´noj geometrii, inzhenernoj grafike i komp´juternoj grafike v vysshej shkole [A brief historical overview of the regional competition for descriptive geometry, engineering drawing and computer graphics at high school]. Nachertatel´naja geometrija, inzhenernaja i komp´juternaja grafika. Mezhdunarodnyj, mezhvuzovskij nauchno-metodicheskij sbornik trudov kafedr graficheskih disciplin, vypusk 6 [Descriptive geometry, engineering and computer graphics. International, inter-university scientific and methodological collection of works of graphic disciplines - Issue 6]. Nizhnij Novgorod, Poligrafcentr NGASU Publ., 2001, pp. 60-66. (in Russian).

10. Voloshin-Chelpan Je.K., Vyshnepolsky V.I. Kriterii podgotovki komandy VUZa k olimpiade. [Criteria for the preparation of University teams for the Olympics]. Aktual´nye voprosy sovremennoj inzhenernoj grafiki: Tezisy dokladov Vserossijskoj nauchno - metodicheskoj konferencii [Actual problems of modern engineering graphics: Abstracts of the All-Russian Scientific and Technical Conference]. Rybinsk, RGATA Publ., 2000, pp. 18-20. (in Russian).

11. Voloshin-Chelpan Je.K., Vyshnepolsky V.I. Metodika provedenija regional´noj olimpiady [The methodology of the regional competition]. Aktual´nye voprosy sovremennoj inzhenernoj grafiki: Tezisy dokladov Vserossijskoj nauchno - metodicheskoj konferencii [Actual problems of modern engineering graphics: Abstracts of the All-Russian Scientific and Technical Conference]. Rybinsk, RGATA Publ., 2000, pp. 11-12. (in Russian).

12. Voloshin-Chelpan Je.K., Vyshnepolsky V.I. Opredelenie rezul´tata nepolnoj komandy [Determination results of incomplete teams]. Aktual´nye voprosy sovremennoj inzhenernoj grafiki: Tezisy dokladov Vserossijskoj nauchno - metodicheskoj konferencii [Actual problems of modern engineering graphics: Abstracts of the All-Russian Scientific and Technical Conference]. Rybinsk, RGATA Publ., 2000, p. 16. (in Russian).

13. Voloshin-Chelpan Je.K., Vyshnepolsky V.I. Organizacija proverki studencheskih rabot na olimpiade po komp´juternoj grafike [Organization of testing of student work at the Olympics in computer graphics]. Aktual´nye voprosy sovremennoj inzhenernoj grafiki: Tezisy dokladov Vserossijskoj nauchnometodicheskoj konferencii [Actual problems of modern engineering graphics: Abstracts of the All-Russia scientificmethodical conference]. Rybinsk, RGATA Publ., 2000, pp. 13-14. (in Russian).

14. Voloshin-Chelpan Je.K., Vyshnepolsky V.I. Organizacija proverki studencheskih rabot na olimpiadah po nachertatel´noj geometrii i inzhenernoj grafike [Organization of testing of student work at the Olympics on descriptive geometry and engineering graphics]. Aktual´nye voprosy sovremennoj inzhenernoj grafiki: Tezisy dokladov Vserossijskoj nauchnometodicheskoj konferencii [Actual problems of modern engineering graphics: Abstracts of the All-Russia scientificmethodical conference]. Rybinsk, RGATA Publ., 2000, pp. 14-15. (in Russian).

15. Voloshin-Chelpan Je.K., Vyshnepolsky V.I., Kadykova N.S., Safronov A.V., Beglov I.A., Antipov A.V., Gerasimov V.A., Shheglova A.V. Pjataja Vserossijskaja studencheskaja olimpiada po nachertatel´noj geometrii, inzhenernoj i komp´juternoj grafike [Fifth all-Russian student Olympiad on descriptive geometry, engineering and computer graphics]. Sbornik trudov Vserossijskogo seminara-soveshhanija zavedujushhih kafedrami graficheskih disciplin «Problemy nauchno-metodicheskogo i organizacionnogo obespechenija uchebnogo processa po nachertatel´noj geometrii i inzhenernoj i komp´juternoj grafike» [Proceedings of the All-Russia seminar meeting of heads of departments, graphic disciplines «Problems of scientific-methodological and organizational support of the educational process on descriptive geometry and engineering, and computer graphics»]. Saratov, SGTU Publ., 2005, pp. 149-153. (in Russian).

16. Voloshin-Chelpan Je.K., Vyshnepolsky V.I., Gerasimov V.A., Shheglova A.V. Tret´ja Vserossijskaja studencheskaja olimpiada po nachertatel´noj geometrii, inzhenernoj i komp´juternoj grafike [Third All-Russian Olympiad on descriptive geometry, engineering and computer graphics]. Sbornik trudov Vserossijskogo seminara-soveshhanija zavedujushhih kafedrami graficheskih disciplin Sovershenstvovanie grafo-geometricheskoj podgotovki studentov v sovremennyh uslovijah [Proceedings of the All-Russia seminar meeting of heads of departments, graphic disciplines «Improving graph-geometrical preparation of students in modern conditions»]. Rostovon-Don, izd-vo RGUPS Publ., 2001, pp. 41-44. (in Russian).

17. Vyshnepolsky V.I., Voloshin-Chelpan Je.K., Pavlova A.A. Istorija moskovskih gorodskih olimpiad po nachertatel´noj geometrii i inzhenernoj grafike [The history of the city Olympiads on descriptive geometry and engineering graphics]. Nachertatel´naja geometrija, inzhenernaja i komp´juternaja grafika. Mezhdunarodnyj mezhvuzovskij nauchno-metodicheskij sbornik trudov kafedr graficheskih disciplin, vypusk 5 [Descriptive geometry, engineering and computer graphics. International interuniversity scientific and methodical collection of works of graphic disciplines, Issue 5]. Nizhnij Novgorod, Poligrafcentr NNGASU Publ., 2000, pp. 29-32. (in Russian).

18. Vyshnepolsky V.I. Metodicheskie osnovy podgotovki i provedenija olimpiad po graficheskim disciplinam v vysshej shkole [Methodical bases of training and the competition for graphic disciplines in higher education]. Moscow, 2000. 18 p. (in Russian).

19. Vyshnepolsky V.I. Moskovskie gorodskie olimpiady po inzhenernoj grafike [Moscow city Olympiad engineering graphics]. Geometrija i grafika [Geometry and graphics]. 2013, V. 1, I. 1, pp. 83-85. DOI:https://doi.org/10.12737/2100. (in Russian).

20. Vyshnepolsky V.I., Solovov R.D. Otkrytaja Vserossijskaja studencheskaja olimpiada po nachertatel´noj geometrii, inzhenernoj i komp´juternoj grafike 2007 goda [Open all-Russian student Olympiad on descriptive geometry, engineering and computer graphics 2007]. Sbornik trudov 2-oj Vserossijskoj nauchno-metodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the 2nd Scientific and Technical Conference on Engineering geometry and computer graphics]. Moscow, 2009, pp. 76-86. (in Russian).

21. Vyshnepolsky V.I. Rezul´taty moskovskih gorodskih olimpiad po nachertatel´noj geometrii i inzhenernoj grafike [The results of the Moscow Olympiad in descriptive geometry and engineering graphics]. Nachertatel´naja geometrija, inzhenernaja i komp´juternaja grafika. Mezhdunarodnyj mezhvuzovskij nauchno-metodicheskij sbornik trudov kafedr graficheskih disciplin, vypusk 5 [Descriptive geometry, engineering and computer graphics. International interuniversity scientific-methodical collection of works of graphic disciplines, Issue 5]. Nizhnij Novgorod, Poligrafcentr NNGASU Publ., 2000, pp. 33-37. (in Russian).

22. Vyshnepolsky V.I., Voloshin-Chelpan Je.K. Uspeshnoe vystuplenie studentov MITHT na olimpiadah po nachertatel´noj geometrii i inzhenernoj grafike kak pokazatel´ kachestva uchebnogo processa [The successful performance of students MITHT on Olympiads on descriptive geometry and engineering graphics as an indicator of the quality of the educational process]. Opyt realizacii i perspektivy razvitija mnogourovnevoj struktury vysshego obrazovanija. Tezisy stendovyh dokladov. Nauchno-metodicheskaja konferencija, posvjashhennaja 100-letiju MITHT im. M.V. Lomonosova [Experience of implementation and prospects of development of a multi-level structure of higher education. Abstracts of poster presentations. Scientific-methodical conference devoted to the 100th anniversary of MITHT them M.V. Lomonosov]. Moscow, izd-vo MITHT im. M.V. Lomonosova Publ., 2000, pp. 96-100. (in Russian).

23. Vyshnepolsky V.I. Funkcii olimpiad [Competitions options]. Geometrija i grafika [Geometry and graphics], 2013, V. 1, I. 3-4, pp. 44-47. DOI:https://doi.org/10.12737/21331. (in Russian).

24. Vyshnepolsky V.I., Sal´kov N.A. Celi i metody obuchenija graficheskim disciplinam [Objectives and methods of training to graphic disciplines]. Geometrija i grafika [Geometry and graphics]. 2013, V. 1, I. 2, pp. 8-9. DOI:https://doi.org/10.12737/777. (in Russian).

25. Gerasimov V.A., Shheglova A.V. Vserossijskie olimpiady po nachertatel´noj geometrii, inzhenernoj i komp´juternoj grafike v Brjanskom gosudarstvennom tehnicheskom universitete [The all-Russian Olympiad on descriptive geometry, engineering and computer graphics in the Bryansk State Technical University]. Sbornik trudov 2-oj Vserossijskoj nauchno-metodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the 2nd Scientific and Technical Conference on Engineering geometry and computer graphics]. Moscow, 2009, pp. 100-102. (in Russian).

26. Kopyrin R.R. Iz opyta organizacii olimpiad po chercheniju [From experience of organization of competitions in drawing]. Nachertatel´naja geometrija, inzhenernaja i komp´juternaja grafika. Mezhdunarodnyj mezhvuzovskij nauchno-metodicheskij sbornik trudov kafedr graficheskih disciplin, vypusk 5 [Descriptive geometry, engineering and computer graphics International interuniversity scientificmethodical collection of works of graphic disciplines, Issue 5]. Nizhnij Novgorod, Poligrafcentr NNGASU Publ., 2000, pp. 86-88. (in Russian).

27. Losev N.V. 200 olimpiadnyh zadach po nachertatel´noj geometrii [200 programming problems of descriptive geometry]. Moscow, Vysshaja shkola Publ., 1992. 126 p. (in Russian).

28. Mel´nichenko N.P. Olimpiada kak sposob aktivacii uchebnogo processa [The Olympics as a way of activating the educational process]. Sbornik trudov Mezhdunarodnoj nauchno-metodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the International Scientific Conference on Engineering geometry and computer graphics]. Moscow, 2010, pp. 144-148. (in Russian).

29. Metodicheskie ukazanija po organizacii i provedeniju studencheskih olimpiad i konkursov v VUZah Moskvy [Methodical instructions on the organization and conduct of student contests and competitions in Universities of Moscow]. Moscow, Moskovskij aviacionnyj institute Publ., 1981. 52 p. (in Russian).

30. Mokrecova L.O., Arhipkin M.V., Golovkina V.B. Olimpijskij vektor v inzhenernoj grafike MISiS [Olympic vector in engineering graphics MISIS]. Sbornik trudov Vserossijskoj nauchno-metodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the All-Russian Scientific Conference on Engineering geometry and computer graphics]. Moscow, 2009, pp. 18-21. (in Russian).

31. Nikolaev N.S. Provedenie olimpiad po chercheniju [Competitions on drawing]. Moscow, Prosveshhenie Publ., 1990. 144 p. (in Russian).

32. Peklich V.A. Zadachi Moskovskih i vserossijskih olimpiad po nachertatel´noj geometrii [Objectives Moscow and all-Russian Olympiads on descriptive geometry]. Moscow, Izdatel´stvo Associacii stroitel´nyh vuzov Publ., 2003. (in Russian).

33. Peklich V.A. Nachertatel´naja geometrija [Descriptive geometry]. Moscow, Izdatel´stvo Associacii stroitel´nyh vuzov Publ., 2007. (in Russian).

34. Posvjanskij A.D., Leont´ev A.I., Ognivenko V.M. 50 zadach povyshennoj trudnosti po nachertatel´noj geometrii [50 challenges with increased difficulty in descriptive geometry]. Kalinin, 1970. 52 p.

35. Savel´ev Ju.P., Zhernosekov G.I., Tihonov-Bugrov D.E. Olimpiada shkola tvorchestva [Olympics school of art]. Vestnik vysshej shkoly [Journal of Higher School]. Moscow, 1987, I. 6, pp. 61-63. (in Russian).

36. Sal´kov N.A., Kadykova N.S. Organizacija studencheskih predmetnyh olimpiad vysshego urovnja [Organization of student´s competitions of the highest level]. Geometrija i grafika [Geometry and graphics]. 2013, V. 1, I. 1, pp. 44-47. DOI:https://doi.org/10.12737/2099. (in Russian).

37. Suprun L.I. Olimpiady - odin iz sposobov povyshenija akademicheskoj aktivnosti studentov [The Olympics is one way of increasing the academic activity of students]. Aktual´nye voprosy graficheskogo obrazovanija molodezhi: Tezisy dokladov Vserossijskoj nauchno-metodicheskoj konferencii [Topical issues of graphic education of youth: Theses of reports of the All-Russia scientific-methodical conference]. Rybinsk, RGAGA Publ., 1998, pp. 11-12. (in Russian).

38. Tihonov-Bugrov D.E. Olimpiada po nachertatel´noj geometrii v Sankt-Peterburge: istorija, problemy, perspektivy [Olympiad on descriptive geometry in St. Petersburg: history, problems, prospects]. Aktual´nye voprosy sovremennoj inzhenernoj grafiki: Tezisy dokladov Vserossijskoj nauchno- metodicheskoj konferencii [Actual problems of modern engineering graphics: Abstracts of the All-Russian Scientific and Technical Conference]. Rybinsk, RGATA Publ., 2000, p. 6. (in Russian).

39. Shebashev V.E. Osnovnye napravlenija aktivizacii raboty prepodavatelej kafedry grafiki [The basic directions of activization of work of teachers of the Department of graphics]. Nachertatel´naja geometrija, inzhenernaja i komp´juternaja grafika. Mezhdunarodnyj mezhvuzovskij nauchno-metodicheskij sbornik trudov kafedr graficheskih disciplin, vypusk 5 [Descriptive geometry, engineering and computer graphics International interuniversity scientific and methodical collection of works of graphic disciplines, Issue 5]. Nizhnij Novgorod, Poligrafcentr NNGASU Publ., 2000, pp. 155-159. (in Russian).

40. Shebashev V.E. Predmetnye olimpiady kak sredstvo priobshhenija studentov k nauchnoj dejatel´nosti [Olympiad as a means of familiarizing students to scientific activity]. Sbornik trudov Vserossijskoj nauchno-metodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the All-Russian Scientific Conference on Engineering geometry and computer graphics]. Moscow, 2008, pp. 15-17. (in Russian).

41. Jemanov S.L. Trebovanija i process sozdanija olimpiadnyh zadach po nachertatel´noj geometrii [The requirements and the process of creating programming problems of descriptive geometry]. Sbornik trudov Mezhdunarodnoj nauchno-metodicheskoj konferencii po inzhenernoj geometrii i komp´juternoj grafike [Proceedings of the International Scientific Conference on Engineering geometry and computer graphics]. Moscow, 2010, pp. 152-156. (in Russian).

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