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- W1532121242 abstract "We study a system of partial differential equations with integer and fractional derivatives arising in the study of forced oscillatory motion of a viscoelastic rod. We propose a new approach considering a quotient of relations appearing in the constitutive equation instead the constitutive equation itself. Both, a rod and a body are assumed to have finite mass. The motion of a body is assumed to be translatory. Existence and uniqueness for the corresponding initial-boundary value problem is proved within the spaces of functions and distributions." @default.
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- W1532121242 date "2015-02-27" @default.
- W1532121242 modified "2023-09-25" @default.
- W1532121242 title "On a System of Equations Arising in Viscoelasticity Theory of Fractional Type" @default.
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- W1532121242 doi "https://doi.org/10.18262/ammp.2015.0101-03" @default.
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