The Computational Algorithm for Constructing a Surface of Revolution by the Methods of BN-Calculus
Abstract: The paper considers an example of a point wise definition of a surface of revolution with a flat guide curve in the form of a circular sinusoid located in the general position plane, based on the Balyuba-Naidysh point calculus (BN-calculus) – the method of moving simplex (MPS) and its application in constructing technical surfaces forms. We also consider the point equation of a circular sinusoid constructed according to the well-known computational algorithm using BN calculus methods.
Keywords: BN calculus, surface of revolution, surface of technical form, mobile simplex method, point equation of a circular sinusoid.
Pages: 45-49.
For citation: Malyutina, T. P.; Voloshchuk, I. Ye.; Jhevanov, V. V. The Computational Algorithm for Constructing a Surface of Revolution by the Methods of BN-Calculus. – Text : electronic. – In: Proceeding of the Donbas National Academy of Civil Engineering and Architecture. – 2020. – Issue 2020-4(144) Scientific and technical achievements of students of the construction and architectural industry. – Р. 45-49. – URL: https://donnasa.ru/publish_house/journals/vestnik/2020/2020-4(144)/st_09_malyutina_voloshuk_zhevanov.pdf (date of access: 19.11.2024). – ISSN 2519-2817.
Issue 2020-4 (144)
Journal: Proceeding of the Donbas National Academy of Civil Engineering and Architecture
Publish house: Donbas National Academy of Civil Engineering and Architecture
Journal: Proceeding of the Donbas National Academy of Civil Engineering and Architecture
Publish house: Donbas National Academy of Civil Engineering and Architecture