Modeling conjugate surfaces using the circular transformation method in the MATLAB system.
Keywords:
mating surfaces, elliptical paraboloid, conical helix, MATLAB system.
Abstract
Computer simulation of mating surfaces is proposed - an elliptical paraboloid and axes - a conical helix in the MATLAB system.
References
Podkoritov AN, Ismailova NP, Ducret LG Method of forming conjugate helical nonlinear surfaces by a family of envelope helicoids. Geometric and computer modeling. - Issue 17. - CDHD. - Kharkiv, 2007. - P.12-15.
Ismailova NP Solid state modeling of conjugate surfaces based on parametric kinematic screw [Text] / Ismailova NP Computer-integrated technologies: education, science, production. Lutsk, 2015, pp. 69–74.
Ismailova NP, Trushkov GV Geometric modeling of spatial parametric kinematic screw /Computer-integrated technologies: education, science, production. Lutsk National Technical University.Scientific journal. №30-31 2018. Lutsk - 2018. P. 187-195
Ismailova NP Solid state modeling of conjugate surfaces based on parametric kinematic screw [Text] / Ismailova NP Computer-integrated technologies: education, science, production. Lutsk, 2015, pp. 69–74.
Ismailova NP, Trushkov GV Geometric modeling of spatial parametric kinematic screw /Computer-integrated technologies: education, science, production. Lutsk National Technical University.Scientific journal. №30-31 2018. Lutsk - 2018. P. 187-195
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Published
2019-12-28
How to Cite
Ismailova, N., & Eliseev, I. (2019). Modeling conjugate surfaces using the circular transformation method in the MATLAB system . COMPUTER-INTEGRATED TECHNOLOGIES: EDUCATION, SCIENCE, PRODUCTION, (37), 66-71. https://doi.org/10.36910/6775-2524-0560-2019-37-10
Section
Automation and Control
