Bituminous Materials and Mixtures 45-13
The effects of the elastic property of asphalt on low-temperature cracking can be understood by
analyzing how a viscoelastic material as modeled by a Maxwell model with a shear modulus of G and a
viscosity of h would release its stress after it is subjected to a forced strain g
o
(which could be caused by
a sudden drop in pavement temperature). If the material is subjected to a forced strain of g
o
at t = 0, the
instantaneous induced stress would be equal to g
o
G, but the stress will decrease with time according to
the following expression:
(45.17)
It can be seen that the rate of stress release is proportional to G/h. The reciprocal of this parameter,
h/G, is commonly known as the relaxation time. To maximize the rate of relaxation, it is desirable to
have a low relaxation time, h/G, or a higher G/h. As presented in Section 45.15, the parameter tan d as
obtained from the dynamic shear rheometer test is directly proportional to G/h. Thus, a high tan d value
would be desirable to reduce the potential for low-temperature pavement cracking. Experimental data
show that tan d of an asphalt always decrease with decreasing temperature. Goodrich [1991] stated that
when testing is done at an angular velocity, w, of 0.1 radian/second, the temperature at which tan d of
the binder is equal to 0.4 corresponds approximately to the temperature at which the asphalt mixture
would reach its limiting stiffness.
Another critical condition of an asphalt concrete is at the highest pavement temperature, at which the
asphalt mixture is the weakest and most susceptible to plastic flow when stressed. When the other factors
are kept constant, an increase in the viscosity of the asphalt binder will increase the shear strength and
subsequently the resistance to plastic flow of the asphalt concrete. With respect to resistance to plastic
flow of the asphalt concrete, it is preferable to have a high asphalt viscosity at the highest anticipated
pavement temperature. Results by Goodrich [1988] indicate that a low tan d value of the binder (as
obtained from the dynamic rheometer test) tends to correlate with a low creep compliance of the asphalt
mixture, which indicates high rutting resistance. Thus, a low tan d value of the binder is desirable to
reduce rutting potential.
The effectiveness of the mixing of asphalt cement and aggregate, and the effectiveness of the placement
and compaction of the hot asphalt mix are affected greatly by the viscosity of the asphalt. The Asphalt
Institute recommends that the mixing of asphalt cement and aggregate should be done at a temperature
where the viscosity of the asphalt is 1.7 ± 0.2 poises. Compaction should be performed at a temperature
where the viscosity of the asphalt cement is 2.8 ± 0.3 poises [Epps et al, 1983]. These viscosity ranges are
only offered as guidelines. The actual optimum mixing and compaction temperatures will depend on
the characteristics of the mixture as well as the construction environment.
In the selection of a suitable asphalt cement to be used in a certain asphalt paving project, the main
concerns are (1) whether the viscosity of the asphalt at the lowest anticipated service temperature would
not be low enough to avoid low-temperature cracking of the asphalt concrete, (2) whether the viscosity
of the asphalt at the highest anticipated temperature would be high enough to resist rutting, and
(3) whether the required temperatures for proper mixing and placement would not be too high.
Effects of Newtonian and Non-Newtonian Flow Properties of Asphalt
The flow behavior of asphalt cements can be classified into four main categories, namely (1) Newtonian,
(2) pseudoplastic, (3) Bingham-plastic, and (4) dilatant. Asphalt cements usually exhibit Newtonian or
near-Newtonian flow behavior, especially at temperatures in excess of 25∞C. A Newtonian flow behavior
is characterized by a linear shear stress-shear rate relationship, as shown in Figure 45.3. The shear
susceptibility, C, is defined as the slope of the plot of log(shear stress) vs. log(shear rate). For a Newtonian
flow behavior, C is equal to 1.00.
The type of flow behavior where a reduction in viscosity is experienced with increased stress is termed
“pseudoplastic.” The shear stress-shear rate relationship for a pseudoplastic fluid is shown in Fig. 45.4.
It can be seen that the shear rate increases more rapidly at higher stresses. The shear susceptibility, C, is
less than 1.0 in this case.
tg
h
=
-
o
Gt
G e