The mechanical properties of some amorphous materials can be described
in terms of a modified anelastic element (MAE). The characteristics o
f this element, developed in a previous publication, are extended in o
rder to describe the mechanical behaviour of linear viscoelastic liqui
ds. This treatment leads to the modified standard linear liquid (MSLL)
. Through this phenomenological model the quasi-static and dynamic mod
uli or compliances of viscoelastic liquids can be analytically express
ed as a function of time or frequency. The parameters involved in the
equations - gamma, t(0) or omega(0), and eta(0) are related to the wid
th and the mean characteristic time of the relaxation or retardation s
pectrum and to the zero-shear-rate viscosity of the specimen. A proced
ure to determine the parameters of the MSLL from dynamical properties
is proposed. It is applied to measurements in molten polypropylene (PP
) given in the literature, and the results are discussed. Moreover, si
nce the shape of the spectrum associated to the MSLL is quite similar
to the well-known log-normal distribution function, also a comparison
is done.