Abstract
Positional problems are the problems that require defining the kind of relative positioning, mutual belonging and mutual intersection of geometric images.
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References
Automation of the designing and preparation production. T-FLEX parametric CAD. Top Systems, Moscow, 41Â p, 2002 (in Russian)
Brailov AY (2002) Interference and problem of the designing in machine building. In: Proceedings of Odessa Polytechnic University, vol. 2, no. 18. OGPU, Odessa, pp 21—24 (in Russian)
Brailov AY (2007) Computer engineering graphics in the environment of T-FLEX: Transformations of two-dimensional and three-dimensional models of products. Caravella, Kiev. 176Â p (in Russian)
Brailov AY (2011) Features of training on engineering graphics in modern conditions. In: Technical esthetics and design, no. 8. Vipol, Kiev, pp 44–49 (in Russian)
Brailov AY (2011) The structure of algorithm of the solution of positional problems. In: Applied geometry and the engineering graphics, no. 88. KNUBA, Kiev, pp 100–105 (in Russian)
Brailov AY (2012) The structure of algorithm of the construction of development of a surface. In: Applied geometry and the engineering graphics, no. 89. KNUBA, Kiev, pp 94–100 (in Russian)
Brailov AY (2013) The structure of algorithm of the solution of metric problems. In: Works of Tavrijsky state agro technological university, SPGM-15. TSATU, Melitopol, pp 16–24 (in Russian)
Brailov AY (2013) The general algorithm of the solution of typical geometrical problems. In: Applied geometry and the engineering graphics, no. 91. KNUBA, Kiev, pp 32–45 (in Russian)
Brailov AY (2013) Engineering geometry. Caravella, Kiev, 456Â p. ISBN 978-966-2229-58-5 (in Russian)
Brailov AY (2014) Algorithm of the constructing of axonometry of products. In: Modern problems of modeling, no 2. MDPU name of B. Khmelnicki, Melitopol, pp 9–21 (in Russian)
Brailov AY (2014) A hypothesis about the correspondence of the algorithm of the constructing of axonometry of products to the general approach to the solution of typical engineering geometrical problems. In: Building and technogenic safety, no 50. NAPKS, Simferopol, pp 34–44 (in Russian)
Brednyeva VP, Dzhuguryan TG, Marchenko VS (2008) Engineering graphics. Astruprint, Odessa, 204Â p (in Russian)
Bubennikov AV, Gromov MY (1973) Descriptive geometry. Vishaya shkola, Moscow, 416Â p (in Russian)
Vanin VV, Bliok AV, Gnitecka GO (2003) Appearance of design documentation. Caravella, Kiev, 160Â p (in Ukrainian)
Glazunov EA, Chetverukhinн NF (1953) Axonometry. 291 c (in Russian)
Ivanov GS (1987) Design of engineering surfaces. Mashinostroenie, Moscow, 192Â p (in Russian)
Ivanov GS (1995) Descriptive geometry. Mashinostroenie, Moscow, 223Â p (in Russian)
Ivanov GS (1998) Theoretical foundations of descriptive geometry. Machine building, Moscow, 158Â p (in Russian)
Ivanov YN, Podkoritov AN, Strigo YS (1962) Descriptive geometry. Oмsкaya pravda, Oмsк, 232 p (in Russian)
Mihajlenko VE, Kovalyev SN, Sedleckaya NI et al (1989) Engineering geometry with element of the theories of parameterization. UMК VO, Kiev, 83 p (in Russian)
Kotov II, Polozov VS, Shirokova LV (1977) Algorithms of computer graphics. Mashinostroenie, Moscow, 231Â p (in Russian)
Kolotov SM, Dolski EE, Mihajlenko VE et al (1961) Course of descriptive geometry. Gosstrojizdat USSR, Kiev, 314Â p (in Russian)
Tevlin AM, Ivanov GS, Nartova LG et al (1983) Course of descriptive geometry on the ground of computer. Vishaya shkola, Moscow, 175 p (in Russian)
Levicki VS (1988) Machine-building drawing. Vishaya shkola, Moscow, 351Â p (in Russian)
Marchenko VS (2008) Engineering graphics. Astruprint, Odessa, 168Â p (in Ukrainian)
Mihajlenko VE, Vanin VV, Kovalyev SN (2013) Engineering and computer graphics: handbook. Karavella, Kiev, 328Â p (in Russian)
Mihajlenko VE, Najdish VM, Podkorytov AN, Skidan IA (2001) Engineering and computer graphics. Vishcha shkola, Kiyv, 350Â p (in Russian)
Mihajlenko VE, Najdish VM, Podkorytov AN, Skidan IA (2002) Problems in the engineering and computer graphics. Vishcha Shkola, Kiyv, 159Â p (in Russian)
Mihajlenko VE, Najdish VM (1998) Explanation terms for applied geometry, engineering and computer graphics. Urozhaj, Kiev, 200Â p (in Ukrainian)
Mihajlenko VE, Ponomaryev AM (1990) Engineering graphics. Vishcha shkola, Kiyv, 303Â p (in Russian)
Podkorytov AN, Galzman EG, Perevalov VF (1993) Lectures on engineering graphics (with structurally logic schemes and algorithms of graphic constructions in solving typical problems) for students of non-mechanical specialties. OSPU, Odessa, 83Â p (in Russian)
Romanicheva ET, Sokolova TY, Shandurina GF (2001) Engineering and computer graphics. DMК Press, Moscow, 592 p (in Russian)
Russian complex of the programs T-FLEX CAD/CAM/CAE/PDM. Top Systems, Moscow, 52Â p (in Russian)
Rizhov NN (1983) Main positional problems. MADI, Moscow, 38Â p (in Russian)
Rizhov NN (1988) Parametric geometry. MADI, Moscow, 63Â p (in Russian)
Fedorenko VA, Shoshin AI (1992) Guide to machine-building drawing. Mashinostroenie, Leningrad, 416Â p (in Russian)
Frolov SA (1978) Descriptive geometry. Mashinostroenie, Moscow, 240Â p (in Russian)
Brailov AY (1998) The exclusion method of interference in conjugated helicoids. In: Proceedings of the eighth international conference on engineering design graphics and descriptive geometry, vol 2. ISGG, Austin, Texas, USA, pp 443—445
Brailov AY (1999) Physical constraints in the control of chip breakability. ASME J Manuf Sci Eng 10:389—396
Brailov AY, Tigaryev VM (2000) Graphic method of determination of ranges of a modification of parameters of complicated movements. In: Proceedings of the ninth international conference on engineering design graphics and descriptive geometry, vol 2. ISGG, Johannesburg, pp 412—416
Brailov AY (2002) Interference in design. In: Proceedings of the Tenth International Conference on Geometry and Graphics, vol 1. ISGG, Kiev, pp 84—88
 Brailov A. Yu. Designing using T-FLEX CAD// Proceedings of the Eleventh International Conference on Geometry and Graphics (Guangzhow, CHINA). – ISGG, 2004. – P. 397—402
Brailov AY (2006) Development of a parametrical three–dimensional model of a product. Proceedings of the twelfth international conference on geometry and graphics. ISGG, Salvador, p #A19
Brailov AY (2008) A theoretical approach to transformations of two-dimensional and three-dimensional models of the product. In: Proceedings of the thirteenth international conference on geometry and graphics. ISGG, Dresden, pp 58—59
Brailov AY (2010) Fundamental principles of design and technological development of an engineering product. In: Proceedings of the fourteenth international conference on geometry and graphics. ISGG, Kyoto, pp 324–325
Brailov AY (2011) Principles of product development. In: Proceedings of the eleventh international conference. Engineering graphics BALTGRAF11. IAB: Tallinn University of Technology, Tallinn, pp 95—104
Brailov AY (2012) Laws of projective connections. In: Proceedings of the fifteenth international conference on geometry and graphics. ISGG, Montreal, pp 121—122
Brailov AY (2011) Principles of design and technological development of product. Int J Adv Machining For Oper. 3(1):11—17
Brailov AY (2014) The general approach to the solution of typical engineering geometrical problems. In: Proceedings of the sixteenth international conference on geometry and graphics. ISGG, Innsbruck University Press, Innsbruck, pp 444–458. ISBN 978-3-902936-46-2
Cardone V, Iannizzaro V, Barba S, Messina B (2012) Computer aided descriptive geometry. In: Proceedings of the fifteenth international conference on geometry and graphics. ISGG, Montreal, pp 100–109
Cervantes-Sanchez JJ, Zsombor-Murray P (2014) Kinematics of a mobile overconstrained RRRCR loop. In: Proceedings of the 16th international conference on geometry and graphics. Innsbruck, pp 726–731
Cucakovic AA, Teofilovic NK, Jovic BS (2014) Descriptive geometry education by using multimedia tools. In: Proceedings of the 16th international conference on geometry and graphics. Innsbruck, pp 262–265
Honma I (2012) A trial with teaching materials on descriptive geometry by using CAD for students with hearing impairments. In: Proceedings of the fifteenth international conference on geometry and graphics. ISGG, Montreal, pp 296—301
Ohtsuki M, Ohtsuki A (2012) Descriptive geometry and graphical user interface. In: Proceedings of the fifteenth international conference on geometry and graphics. ISGG, Montreal, pp 563—568
Ryan DL (1992) CAD/CAE descriptive geometry. CRC Press, Boca Raton, 209 p
Schmitt F (2004) Descriptive geometry and 3D-CAD. In: Proceedings of the eleventh international conference on geometry and graphics. ISGG, Guangzhow, pp 257—262
Stachel H (2006) Descriptive geometry meets computer vision—the geometry of multiple images. In: Proceedings of the twelfth international conference on geometry and graphics. ISGG, Salvador, Paper #T30
Suzuki K (2014) Traditional descriptive geometry education in 3D-CAD/CG Era. J Geom Grap 18(2):249–258
Volkov VY, Yurkov VY, Panchuk K, Ilyasova O, Kaygorodtseva N, Yakovenko K (2012) The innovative paradigm of teaching in descriptive geometry. In: Proceedings of the fifteenth international conference on geometry and graphics. ISGG, Montreal, pp 778–787
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Brailov, A.Y. (2016). Positional Problems. In: Engineering Graphics. Springer, Cham. https://doi.org/10.1007/978-3-319-29719-4_8
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DOI: https://doi.org/10.1007/978-3-319-29719-4_8
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