Výsledky vyhledávání - "V. G. Khomchenko"

Akademický článek

Kinematic synthesis of non-clutch mechanical press based on lever mechanism of the third class

Autor: V. G. Khomchenko

Publikováno v: Омский научный вестник, Vol 1 (181), Pp 7-12 (2022)

The article discusses the kinematic scheme of the lever crank-slider mechanism of the third class, on the basis of which the executive mechanism of a mechanical non-clutch press is proposed under the patent for the invention (RF patent No. 275239

Externí odkaz: https://doaj.org/article/5574404110b048c8af0f6af01b75b41c

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Akademický článek

International University Network Internet Project of Integrated Engineering Education

Autor: I. V. Breido, S. M. Stazhkov, A. V. Bobryakov, V. G. Khomchenko, A. A. Kabanov, B. Katalinic

Publikováno v: Высшее образование в России, Vol 28, Iss 1, Pp 9-20 (2019)

The transfer of educational technologies of the OECD countries for higher technical education in the CIS requires significant financial and material resources. It is advisable to unite pedagogical teams and the laboratory base of universities that tr

Externí odkaz: https://doaj.org/article/939bcc47acab43e3b443c0c90909d882

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Akademický článek

Mathematical model for designing optimized layouts of production facilities on cross-country terrain

Autor: I. M. Zuga, V. G. Khomchenko, A. N. Kuzhel, A. O. Stroyev

Publikováno v: Омский научный вестник, Vol 4 (160), Pp 165-168 (2018)

This article contains information on the obtained model of accounting the production facilities location in an area with a cross-country terrain. Two criteria are proposed for the search for an optimal interposition of technological products sourc

Externí odkaz: https://doaj.org/article/3b87bdd7340e4d66b01fd099e65017bb

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Akademický článek

Local relief approximation with deterministic methods for optimizing production facilities layout on rough terrain

Autor: V. G. Khomchenko, I. M. Zuga, A. N. Kuzhel, A. O. Stroyev

Publikováno v: Омский научный вестник, Vol 4 (160), Pp 161-165 (2018)

Relief approximation is proposed in the vicinity of the facility location at the current computational iteration using the Lagrange’s interpolating polynomial. Formulas are given for the operative transport at each coordinates iteration of a pro

Externí odkaz: https://doaj.org/article/ef9281b0b4d64a9592dd5e9d74830dad

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