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dc.contributor.authorPelekh, Yaroslav-
dc.contributor.authorKunynets, Andrii-
dc.contributor.authorIhnatyshyn, Mykola-
dc.contributor.authorІгнатишин, Микола Іванович-
dc.contributor.authorMagerovska, Tania-
dc.contributor.authorStolyarchuk, Roksolyana-
dc.contributor.authorMentynskyi, Serhii-
dc.date.accessioned2021-10-20T09:13:57Z-
dc.date.available2021-10-20T09:13:57Z-
dc.date.issued2021-
dc.identifier.urihttp://localhost:8080/jspui/handle/123456789/8672-
dc.descriptionInvestigation and Animation of Spring Dynamic Absorber / Ya. Pelekh, A. Kunynets, M. Ihnatyshyn [et al.] // Perspective Technologies and Methods in MEMS Design (MEMSTECH) : XVII th International conference(May 12-16, 2021). - Lviv, 2021. - P. 94-97uk_UA
dc.description.abstractAnimations of complex mechanical systems with repetitive movements of interest in terms of activation of imagination in their study and research. Action of the spring dynamic absorber, investigation of the physical quantities of proposed mathematical model tvas impleinentated using non-linear Runge-Kutta type methods. Two kinds of methods: a nested method of relative accuracy 3(2) and two-sided method with accuracy 2 are consented in proposed paper. Also estimation of main term of local error arc obtained. For all these algorithms, in contrast to other algorithms, only three calls to the right-hand side of the differential equation are required.uk_UA
dc.language.isootheruk_UA
dc.subjectпружинні поглиначі вібраційuk_UA
dc.subjectанімаціяuk_UA
dc.subjectзадача Кошіuk_UA
dc.subjectнелінійне наближенняuk_UA
dc.subjectбезперервні дробиuk_UA
dc.subjectдвосторонні методиuk_UA
dc.subjectdynamic vibration absorberuk_UA
dc.subjectanimationuk_UA
dc.subjectCauchy problemuk_UA
dc.subjectnonlinear approximationuk_UA
dc.subjectcontinued fractionsuk_UA
dc.subjecttwo-sided methodsuk_UA
dc.titleInvestigation and Animation of Spring Dynamic Absorberuk_UA
dc.typeArticleuk_UA
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