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Modification of Dynamic Modulus Predictive Models for Asphalt ...

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stiffness, and the “transition zone version” which is modified <strong>for</strong> the effects <strong>of</strong> film thickness.<br />

The authors found out that a R-square value <strong>of</strong> 0.968 were observed <strong>for</strong> all three <strong>of</strong> the models.<br />

Taking into account <strong>for</strong> the effects <strong>of</strong> mineral filler and film thickness did not improve the model<br />

efficiency. In addition, a comparison between the Hirsch model and Witczak models were also<br />

made. The comparison result is shown in Figure 11.<br />

Figure 11: Predicted and Measured E* Values [10]<br />

Figure 11 indicates the accuracies <strong>of</strong> Witczak and Hirsch models are on similar scales. At<br />

low temperatures, the Hirsch model tends to be more effective.<br />

University <strong>of</strong> Florida Study [31]<br />

The study is focusing on the efficiency <strong>of</strong> Witczak model (1999) on predicting the dynamic<br />

modulus <strong>of</strong> Florida mixtures. Twenty eight commonly used mixtures in the state <strong>of</strong> Florida were<br />

studied. Three methods were used to obtain binder viscosities including: 1. directly test asphalt<br />

viscosities with Brookfield viscometer; 2. calculate viscosities by shear modulus and phase angle<br />

values from DSR test; 3. use empirical A and VTS parameters recommended by Witczak and<br />

Fonseca <strong>for</strong> mix/laydown condition. The results are shown in Figure 12 through Figure 14<br />

respectively.<br />

35

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