This paper considers the fuzzy viscoelastic model with a nonlinear source
u
t
t
+
L
u
+
∫
0
t
g
t
−
ζ
Δ
u
ζ
d
ζ
−
u
γ
u
−
η
Δ
u
t
=
0
in a bounded field Ω. Under weak assumptions of the function
g
t
, with the aid of Mathematica software, the computational technique is used to construct the auxiliary functionals and precise priori estimates. As time goes to infinity, we prove that the solution is global and energy decays to zero in two different ways: the exponential form and the polynomial form.
Use of calorimetry to study the energy decay of quantum turbulence