Lagrangian Representation of the Family of Gordon–Schowalter Objective Derivatives at Simple Shearстатья
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Дата последнего поиска статьи во внешних источниках: 30 апреля 2021 г.
Аннотация:The paper deals with the one-parameter family of Gordon–Schowalter objective derivativesincluding the Oldroyd, Cotter–Rivlin, and Jaumann derivatives. For a simple shear, movablebases are found in which the considered differential operators are reduced to the total time derivativesof the tensor components. For all derivatives of the family under consideration, except for Oldroydand Cotter–Rivlin derivatives, the basis vectors lying in the shear plane rotate with a certain periodchanging their length and mutual orientation.