Abstract
1. We observed a qualitative agreement between results obtained by extending a simplified variant of the kinetic strain theory to the class of generalized functions on the one hand and data from [3] on viscoelastic media based on completely different premises on the other hand. 2. By replacing the first-order time derivatives by fractional derivatives in the governing equations of any variant of viscoelasticity or viscoplasticity, it is possible to obtain Volterra-type integral equations with kernels retaining a singularity of type found in an Abel kernel for the purpose of describing the initial stage of relaxation and creep of materials.
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