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Approximate representation of dissipation function in case of linear viscoelasticity with variable-amplitude vibrations - MaRDI portal

Approximate representation of dissipation function in case of linear viscoelasticity with variable-amplitude vibrations (Q3321558)

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Approximate representation of dissipation function in case of linear viscoelasticity with variable-amplitude vibrations
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    Approximate representation of dissipation function in case of linear viscoelasticity with variable-amplitude vibrations (English)
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    1983
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    Frechet derivative
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    Taylor theorem
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    nonlinear viscoelasticity
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    Heaviside function
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    Voigt model
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    non-isothermal
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    approximate representation of dissipation functions
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    variable-amplitude vibrations
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    integral form of the determining equations for stress and internal dissipation
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    sufficiently fast relaxation
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    vibrations with sufficiently smooth and slowly varying amplitude
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