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. 2016 Feb 16;6:20506. doi: 10.1038/srep20506

Figure 1. Analyses of the computational results of the KWW relaxation time spectra for values of the stretching parameter β between 0.05 and 0.95.

Figure 1

The computational data points from Eq. 3 are shown in symbols and the calculated results from Eq. 5 are given in continuous curves. a, Log-log plots of the modulus function Inline graphic for Inline graphic values between 0.05 and 0.95. The results manifest a strong dependence on Inline graphic, and for the same Inline graphic, Inline graphic monotonically increases to attain a peak value and then decreases. b, Semi-log plots of the probability density function Inline graphic for Inline graphic values between 0.05 and 0.95. The outcomes reveal quite different, strong dependence on Inline graphic, which divides the Inline graphic values in two ranges split by Inline graphic = 1/2. For the same Inline graphic below 1/2, Inline graphic shows the behavior of monotonic decrease, in contrary to the observation that for the same Inline graphic above 1/2, Inline graphic gives a rapid initial decrease, then increases to attain a peak value and then decreases.