Does equilibrium shear viscosity controls the structural relaxation of glass?

The knowledge of relaxation processes is fundamental in glass science and technology because relaxation is intrinsically related to vitrification, tempering, and annealing and several applications of glasses. However, there are conflicting reports on whether the structural relaxation time of glass can be calculated using the Maxwell equation, which relates the relaxation time with the shear viscosity and shear modulus. Hence, the objective of this work was to test whether these two relaxation times are comparable. We studied the kinetics of structural relaxation of a lead metasilicate glass by measurements of the refractive index variation over time at temperatures between 5 and 25 K below the fictive temperature, which was initially set 5 K below the glass transition temperature. We also measured the equilibrium shear viscosity above and below the glass transition range, expanding the current knowledge by one order of magnitude. We found that the Kohlrausch equation describes very well the experimental structural relaxation kinetics in the whole temperature range and the Kohlrausch exponent increases with temperature, in agreement with studies for other glasses. The experimental average structural relaxation times are much longer than the values computed from isostructural viscosity, as expected. Still, they are less than one order of magnitude higher than the average relaxation time computed by the Maxwell equation. Thus, these results demonstrate that the structural relaxation process is not controlled by isostructural viscosity and that the equilibrium shear viscosity only gives a lower boundary for structural relaxation kinetics.