Modelling of virus vibration with 3-d dynamic elasticity theory

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dc.contributor.authorZhuravlova, Zinaida Yu.
dc.contributor.authorKozachkov, D.
dc.contributor.authorPliusnov, D.
dc.contributor.authorRadzivil, V.
dc.contributor.authorReut, Viktor V.
dc.contributor.authorShpynarov, O.
dc.contributor.authorTarasova, Elvira
dc.contributor.authorNerukh, Dmitry
dc.contributor.authorVaisfeld, Natalia D.
dc.contributor.authorВайсфельд, Наталя Данилiвна
dc.contributor.authorВайсфельд, Наталья Даниловна
dc.contributor.authorЖуравльова, Зінаїда Юріївна
dc.contributor.authorЖуравлева, Зинаида Юрьевна
dc.contributor.authorРеут, Віктор Всеволодович
dc.date.accessioned2018-08-01T09:35:03Z
dc.date.available2018-08-01T09:35:03Z
dc.date.issued2017
dc.description.abstractElastic properties of virus shells (capsids) are important as they protect the virus genome and play important role in virus internalization (the process of virus entering the cell). These properties can also be measured experimentally by direct deformation of the capsid with a microscope's tip. A 3-D mathematical model of a virus under an external non-stationary load is proposed in this paper. The apparatus of the boundary value problems of mathematical physics was used during modeling. The stated initial boundary value problem of elasticity was solved with the help of the integral transformation method and the method of discontinuous solutions. As a result, the analytical solution of the problem was obtained in Laplace transformation domain. The numerical calculations of the virus elastic characteristics were illustrated for the case of a steady-state oscillation.uk
dc.identifier.citation23 rd International Conference «Engineering mechanics» 2017 Svratka, Czech Republic, 15 – 18 May 2017uk
dc.identifier.urihttps://dspace.onu.edu.ua/handle/123456789/18198
dc.language.isoenuk
dc.subjectVirusuk
dc.subjectElastic hollow sphereuk
dc.subjectAcoustic mediumuk
dc.subjectWave potentialsuk
dc.subjectExact solutionuk
dc.titleModelling of virus vibration with 3-d dynamic elasticity theoryuk
dc.typeArticleuk
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