Please use this identifier to cite or link to this item: https://er.knutd.edu.ua/handle/123456789/25739
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dc.contributor.authorDvorzhak, Volodymyr-
dc.contributor.authorRubanka, Mykola-
dc.contributor.authorRubanka, Alla-
dc.contributor.authorPolishchuk, O. S.-
dc.date.accessioned2024-02-16T09:46:12Z-
dc.date.available2024-02-16T09:46:12Z-
dc.date.issued2023-10-27-
dc.identifier.citationComputer modelling of yarn winding on conical bobbins / V. Dvorzhak, M. Rubanka, A. Rubanka, O. S. Polishchuk // Tekstilec. – 2023. – Volume 66, Issue 4. – P. 299-306.uk
dc.identifier.issn0351-3386 (print)uk
dc.identifier.issn2350-3696 (online)uk
dc.identifier.urihttps://er.knutd.edu.ua/handle/123456789/25739-
dc.description.abstractThe article presents the results of the computer modelling of yarn winding on conical bobbins based on the analytical method of constructing tubular-shaped surfaces as a partial case of channel surfaces using the vector algebra apparatus. It is stated that the guide line takes the shape of a conical spiral line along which the forming moves (in the form of a circle with a diameter equal to the average diameter of the yarn), and is set using the moving Frenet basis. The obtained mathematical models facilitate the building, in MathCAD 3D visualization graphics, of a tubular-shaped surface, which represents the layers of yarn winding on a conical cartridge, and the reinforced yarn, which comprise the core component and the wrapping component, as well as the determination of both the lengths of individual layers of winding and the total length of winding (not including the transition sections). Well-known methods of forming geometric objects and computer modelling were also used in the work. The theoretical studies are based on the basic principles of textile production technology.uk
dc.description.abstractV članku so predstavljeni rezultati računalniškega modeliranja navijanja preje na stožčaste navitke, kjer so bile kot primer žlebičastih površin z uporabo analitične metode vektorske algebre konstruirane cevaste površine. Vodilna linija ima obliko stožčaste spirale, vzdolž katere poteka oblikovanje (v obliki kroga s premerom, ki je enak povpreč¬nemu premeru preje) in se nastavi s pomočjo gibljive Frenetove baze. Dobljeni matematični modeli omogočajo vizualizacijo cevaste površine s pomočjo grafičnega orodja MathCad 3D, tj. plasti preje, navitih na cevko stožčaste oblike, ojačitvene preje iz jedra in ovojne komponente in določanje dolžine posameznih plasti navitja kot tudi celot¬ne dolžine navitja (brez prehodnih odsekov). Pri tem so bile uporabljene znane metode oblikovanja geometrijskih objektov in računalniškega modeliranja. Teoretične študije temeljijo na osnovnih principih tehnologije za izdelavo tekstilij.uk
dc.language.isoenuk
dc.subjectyarnuk
dc.subjectrewinduk
dc.subjectbobbinuk
dc.subjecttubular-shaped surfacesuk
dc.subjectFrenet basisuk
dc.subjectcomputer modellinguk
dc.subjectprejauk
dc.subjectnavijanje prejeuk
dc.subjectstožčasti navitekuk
dc.subjectFrenetova osnovauk
dc.subjectračunalniško modeliranjeuk
dc.titleComputer modelling of yarn winding on conical bobbinsuk
dc.title.alternativeRačunalniško modeliranje navijanja preje na stožčaste navitkeuk
dc.typeArticleuk
local.subject.sectionМашини та технології легкої промисловостіuk
local.sourceTekstilecuk
local.subject.facultyФакультет мехатроніки та комп'ютерних технологійuk
local.subject.facultyФакультет мистецтв і модиuk
local.identifier.sourceВидання, які входять до міжнародних наукометричних БД Scopus та Web of Scienceuk
local.subject.departmentКафедра механічної інженеріїuk
local.subject.departmentКафедра моди та стилюuk
local.identifier.doi10.14502/tekstilec.66.2023070uk
local.subject.method1uk
Appears in Collections:Наукові публікації (статті)
Кафедра моди та стилю (МС)
Кафедра механічної інженерії (МІ)

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