Large shearing oscillations of incompressible nonlinearly elastic bodies (Q800747)

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scientific article; zbMATH DE number 3878433
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Large shearing oscillations of incompressible nonlinearly elastic bodies
scientific article; zbMATH DE number 3878433

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    Large shearing oscillations of incompressible nonlinearly elastic bodies (English)
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    1984
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    The authors present a global analysis of a class of shearing oscillations in isotropic, incompressible, nonlinear, elastic bodies. The analysis is developed by using bifurcation theory and Sturmian theory. The relation between amplitude and frequency is discussed. Application with a Mooney-Rivlin material is presented. The paper is brief but carefully written. It should be of interest to those working in the development of nonlinear vibration analyses.
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    shearing oscillations
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    isotropic
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    incompressible
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    bifurcation theory
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    Sturmian theory
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    relation between amplitude and frequency
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    Mooney-Rivlin material
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