The influence of superposed squeezing upon the radial pressure measured in an open-end type hose viscometer is assessed supposing slow and slightly accelerated motions. An approximate approach on the base of the constitutive equations for the differential type of viscoelastic fluids up to the second total degree is proposed to be indicative of the behavior of a specimen. With the aid of a spatially and temporally constant parameter, namely the transverse contraction ratio of the hose, the entire span from purely axial to purely radial motions of the hose is described. The singularity of purely extensional motions within the lattice of the motion groups considered in Part I becomes discernible. Formulae and diagrams for the purpose of nullifying the inertia and elasticity terms in the measurement pressure are established and lead to a discussion on peculiar viscometric aspects.
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