Von Schweidler exponent

The time scale tG and the amplitudes hq from Eq. [56] are predicted by MCT to show a power law dependence on T — Tc. When one plots fCT and the amplitudes hq taken to the inverse of the predicted exponent versus temperature, one can directly find the critical temperature of MCT, T = 0.45, as shown in Figure 11. From the MCT analysis in the (3-regime, one also obtains the von Schweidler exponent, b = 0.75, and therefore all other exponents through Eqs. [52], [55], and [57]. Another test of MCT, which is suggested by the form of Eq. (56), is to plot the ratio130,131... 

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