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In accordance with the memory function of Gaussian chain constraints in entangled polymermelts a set of material functions related to a certain“test flow”are formulated from the O-W-Ftype constitutive equation by the appropriate selection of the Cauchy-Green and Finger tensors.Thedependences of these material functions on the strain rate and the dependences of the linearviscoelastic functions on the primary molecular weight distribution and the entanglement sites sequencedistribution on polymer chain are derived from a multiple-entanglement model and a couple of mech-anisms of relaxation for the loop and terminal entanglement sites.When the primary polymer chainsare modelled with the Lansing-Kraemer molecular distribution function,a set of new relationshipsamong linear viscoelastic functions(η_0,ψ_(10)~0,η_(ext)~0 and τ_1)and the molecular weights and their distributionare formulated.These functions and relationships are verified with experimental data.