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                    FIGURE 2-20  Correlation between binder fatigue life and average mixtures fatigue life measured
                    at the same temperature and frequency.


                    the relationship between the average mixture performance and the binder fatigue life as
                                                                         ∗
                    determined by the number of cycles to 50 percent of the initial G  value. As shown in the
                    figure, there is a high correlation (R-squared = 84 percent) for the nine binders that
                    showed binder fatigue failure. This result is very encouraging and indicates that the
                    newly developed binder fatigue test is promising and could be a better indicator of
                    fatigue damage of mixtures.



               Selection of New Damage Behavior Parameters

                    Binder Rutting Parameter
                    Based on the above analyses of the repeated creep tests, it was determined that a creep
                    and recovery test would significantly improve the estimation of resistance to
                    accumulation of permanent strain of binders and their contribution to resistance of
                    mixture rutting. To derive a new parameter for rutting resistance, a basic approach
                    based on viscoelasticity was followed. The approach is based on the well-known power
                    law model that represents the relationship between secondary creep rate as a function
                    of number of cycles of loading [Eq. (2-7)].
                       Although this concept has been used extensively for asphalt mixtures, it has not
                    been used for binders before. The data collected in this study indicate that modified
                    asphalt binders can be evaluated using the same concept. The binder data, however,
                    indicated that the rate of secondary creep of binders is a simple direct function of the
                    number of cycles and thus the logarithmic transformation is not needed. The following
                    model proved to be reliable:
                                                           ×
                                                   ε =+  S N                             (2-8)
                                                       I
                                                    a
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