Samara, Russian Federation
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.
vibration isolation, rubber-metal support, elastic characteristic, approximating dependence, amplitude-frequency characteristic, effective vibration isolation area.
1. Vibrations in Engineering: Reference Book. In 6 Vol./ Editorial Board: V.N. Chelomey (Chairman). - М.: Mechanical Engineering, 1981. - Vol. 6. Vibration and Shock Protection/ under the editorship of К.V. Frolov. 1981. - pp. 456 с.
2. Denisenko, А.F., Yakimov, М.V., Mazanova, Е.А. Definition of axial rigidity in vibration insulation rubber-metal support / Science Intensive Technologies in Mechanical Engineering // Proceedings of Scientific-Technical Internet-Conf. - Samara, 2016. - pp. 69-71.
3. Panovko, Ya.G. Introduction in Theory of Mechanical Oscillations. - М.: Science, 1971. - pp. 240.
4. Panovko, Ya.G. Fundamentals of Applied Theory of Oscillations and Shock. - L.: Mechanical Engineering, 1976. - pp. 320.
5. Biderman, V.L. Applied theory of Mechanical Oscilla-tions. - М.: Higher School, 1972. - pp. 416.