Numerical solution of a problem on bending oscillation of a rod

Show simple item record Bukenov, M. Ibrayev, A. Zhussupova, D. Azimova, D. 2018-01-08T09:19:38Z 2018-01-08T09:19:38Z 2017-06-30
dc.identifier.citation Numerical solution of a problem on bending oscillation of a rod/M. Bukenov [a.o.]//Қарағанды ун-тінің хабаршысы. Математика сер.=Вестник Караганд.ун-та=Bulletin of the Karaganda university.-2017.-№2(86).-С.32-36 ru_RU
dc.identifier.issn 2518-7929
dc.description.abstract In article considered the problem of curved rod fluctuation with JungвЂTMs module. Shown the civility of the problem formulation. For solution used integro – interpolation method. Constructed implicit differential scheme, which realized by five – point sweep method. Conducted numerical calculations showed coincidence of theoretical calculation values of solution. Calculations conducted on the system of computer algebra Wolfram Mathematica. Results of calculations are given for two cases of fixing ends of the rod: both ends are fixed and one end is fixed other is free. ru_RU
dc.language.iso en ru_RU
dc.publisher Publ.KarSU ru_RU
dc.relation.ispartofseries Қарағанды ун-тінің хабаршысы. Математика сер.=Вестник Караганд.ун-та. Серия Математика=Bulletin of the Karaganda university. Mathematics Series;№2(86)
dc.subject difference scheme ru_RU
dc.subject pentadiagonal sweep method ru_RU
dc.subject oscillations of a rod ru_RU
dc.subject YoungвЂTMs module ru_RU
dc.subject integro-interpolation method ru_RU
dc.title Numerical solution of a problem on bending oscillation of a rod ru_RU
dc.title.alternative Сымның иiлмелi тербелiс есебiнiң сандық шешiмi ru_RU
dc.title.alternative Численное решение задачи об изгибном колебании стержня ru_RU
dc.type Animation ru_RU

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