Tensile stress relaxation behavior at large deformations were further investigated for seventeen samples of raw, oil-extended and filler-loaded rubbers. The temperature range and the strain range tested were 35135°C and 0.15.0, respectively.
All of the samples were found to be thermorheologically simple irrespective of the magnitude of strain. Thus
S(
t)=
S0 (
t/
aT), 
where 
S(
t) and 
S0 (
t) are the relaxation stress (true) at an arbitrarily chosen and a reference temperatures, respectively, and 
aT, shift factor, appeared to be little affected by the change in strain.
Time dependences of relaxation stress, 
S (
t), in all samples were found to be expressed in the form, 
S(
t)=
f(γ)∫∞-∞
He-t/θd(lnθ)
where H represents the relaxation spectra which is a function of relaxation time, θ.
f(γ), the non-linear factor, is a function of strain, γ, and the following empirical equation was obtained.
f(γ) =
aln[1+(γ/
a)].
Here 
a is a factor independent of γ. The value of 
a appeared to be equal to unity for raw and oil-extended rubbers but smaller than unity in filler-loaded rubbers.
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