Steady-state forced oscillations of solid system mounted on elastic rod

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The article reviews a common approach to find forced oscillation amplitudes of solid system, mounted on Euler - Bernoulli beam with fixed edges. This approach is based on generalized mathematical model analysis. A generalized mathematical model is defined as hybrid differential equation system of given structure that describes dynamics of any systems of interrelated solids elastically mounted on elastic rod.

Amplitude-frequency response, solid, euler - bernoulli beam, generalized model

Короткий адрес: https://sciup.org/148183109

IDR: 148183109   |   DOI: 10.18097/1994-0866-2015-0-9-68-75

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