Open AccessDynamic characteristics of mean type dimension lathe installed on rubber-metal anti-vibration supports
Author(s) -
А. Ф. Денисенко,
А. Ф. Денисенко
Publication year - 2017
Publication title -
science intensive technologies in mechanical engineering
Language(s) - English
Resource type - Journals
ISSN - 2223-4608
DOI - 10.12737/article_591947e1f38fc8.78525943
Subject(s) - vibration , natural rubber , vibration isolation , structural engineering , nonlinear system , basis (linear algebra) , deformation (meteorology) , materials science , excitation , power (physics) , dimension (graph theory) , type (biology) , amplitude , composite material , engineering , acoustics , physics , mathematics , geometry , electrical engineering , optics , geology , thermodynamics , paleontology , pure mathematics , quantum mechanics
On the basis of a nonlinear dynamic model of a vibration-proof system at power excitation there are formed amplitude-frequency characteristics of a lathe installed on rubber-metal anti-vibration supports, and an area of efficient vibration isolation is defined. An elastic characteristic of the model is presented as an approximating dependence obtained on the basis of the experimental dependence of support elastic deformation changes upon loading.
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