Abstract
The secondary rheodynamic quantities in case of stress (s)-controlled retardation processes, including the the storage, loss and absolute moduli, as well as the corresponding loss factor, are considered from the viewpoint of frequency dependence, exact relationships providing the- s - characteristic frequencies corresponding to maximum and inflection points being given for the (1,1) - standard linear viscoelastic model. The results are illustrated in natural, semi-logarithmic, logarithmic and double-logarithmic coordinate representations. Keywords: Exact relationships, rheodynamic retardation, linear viscoelasticity, polymer systems