1. Introduction
Chip seals are placed on a variety of roadways, including those with low and high traffic volumes, where low volume is defined as those with average daily traffic (ADT) less than 5000 and high volume is defined as those with more than 20,000 ADT. Polymer-modified asphalt emulsions are recommended for roads with a high traffic volume [
1,
2]. Also, inverted seals have successfully been used on high-traffic-volume (30,000 ADT) Australian pavements [
3]. Since most of the traffic is composed of passenger cars and small trucks, it is important to select an appropriate range of stress levels for laboratory evaluation of bleeding.
Bleeding is an important failure, since it reduces the surface texture of the pavement and, hence, compromises the safety of the traveling public, particularly during wet seasons and at intersections. The bleeding performance of chip seals relies on many factors, including climatic conditions, traffic volume and type, aggregate properties, asphalt emulsion properties, emulsion application rate (EAR), and existing pavement surface. Aggregate properties, including size, shape, gradation, and toughness, influence bleeding performance.
Regarding material properties, both aggregates and asphalt emulsions contribute to bleeding resistance. For example, aggregate size and nonuniform aggregate gradations increase the potential for bleeding; however, aggregate size can be accounted for by adjusting the EAR to provide an equivalent embedment percentage to smaller aggregates [
4,
5]. To resist bleeding, ideal asphalt emulsion residue properties include resistance to softening at increased temperatures and/or stresses. The performance of chip seals is largely dependent on the asphalt emulsion, as it is the binding component between the aggregates and the existing surface. Soft asphalt emulsion can result in bleeding in hot weather, since it can allow the movement of aggregates to the residue film on the existing surface while forcing the residue to move to the surface of the seal covering the aggregates. Therefore, stiffening an asphalt emulsion by modification could favorably influence the bleeding performance. However, since the cost of modified asphalt is higher than that of unmodified asphalt, the selection of a suitable asphalt emulsion for each location should be based on critical factors. Climate is one necessary factor that requires consideration regarding bleeding, because in hot weather, bleeding tends to occur more often due to the softening of the asphalt binder. This phenomenon allows chips to penetrate into the underlying binder, leaving excess asphalt binder on the surface [
6]. Therefore, the asphalt emulsion type needs to be selected depending on the regional climate.
In addition to climate, the condition of the existing pavement surface and application rates also must be considered. Prior to selecting the target EAR, the existing pavement is surveyed, and an application rate correction factor is applied to account for the existing pavement surface condition. The application rate must be correct during construction in order to achieve optimum performance of the chip seal; if the emulsion application is excessively low, it will not retain chips in place under traffic and cause raveling, while if it is excessively high, bleeding in hot weather will occur, thus resulting in a loss of friction. Generally, the EARs are not considered as much with respect to the effect of repeated loadings for high traffic volumes [
7]. This is because the heavy traffic will continue to embed the aggregates into the underlying surface after the road is open to traffic.
Bleeding generally occurs at high temperatures with high traffic stress and volume. Surface treatment specifications, while having been studied by many researchers, have not been finalized. Hanz et al. (2012) stated that the multiple stress creep and recovery (MSCR) test is capable of discriminating between asphalt emulsion type and the effect of asphalt emulsion modification; however, these efforts did not include comparisons to chip seal performance [
8]. Kim et al. (2017) employed the MSCR test and G*/sinδ to assess the bleeding resistance of residual asphalt emulsions at high-temperature performance grades. It was found that the correlation between creep compliance (J
nr) values and high-temperature mixture performance for chip seals is good. Also, the MSCR test better captures the elastic response of the polymer network than the Dynamic Shear Rheometer (DSR) test employed to measure G*/sinδ [
9].
In earlier research, the bleeding resistance of chip seal mixtures was evaluated through simulated loading using a third-scale model mobile loading simulator [
10]. Although the results of the study are promising, the simulator equipment is costly and not widely available. Chaturabong et al. (2015) applied the modified loaded wheel test (MLWT) to evaluate bleeding in chip seals. This method was successful at measuring chip seal bleeding resistance because it eliminated raveling and better represented chip seals in the field [
11].
In this study, we investigated the influence factors of asphalt emulsion residue properties, and other factors related to chip seal bleeding resistance were measured by the MLWT.
3. Experimental Results
Chip seal samples were prepared and tested with the MLWT at the test temperatures corresponding to asphalt emulsion J
nr values of 0.5, 2, and 5 kPa
−1, as listed in
Table 5. The results for the EAR of 35% air void filled are presented in
Figure 4 for the fine and coarse gradations. The results for both gradations show a positive relationship between J
nr and percent bleeding of chip seals. As the J
nr increased, the amount of bleeding was also observed to increase for all three asphalt emulsions and both aggregate gradations.
The percent bleeding almost doubled when the Jnr increased from 0.5 to 5 kPa−1. This indicates that a Jnr at 3.2 kPa could be a good indicator of potential asphalt emulsion bleeding. The results, however, showed minimal sensitivity to asphalt emulsion type, irrespective of aggregate gradation, except for the Jnr equal 5 kPa−1 for the fine gradation. This implies that, under these test conditions, latex- and polymer-modified asphalt emulsions, as well as unmodified asphalt emulsions, will provide similar resistance to bleeding if they have equal Jnr values at the testing temperature.
The results for the high EAR (70% air voids filled) are shown in
Figure 5 for the fine and coarse gradations. Similar to the trend observed for the low EAR, a positive relationship between percent bleeding on chip seals and J
nr can be noted. Percent bleeding also doubled when the J
nr increased from 0.5 to 5 kPa
−1, indicating that a residue with a high J
nr may be prone to bleeding. For fine gradation, the percent bleeding ranged between 30% and 38%, 41% and 49%, and 59% and 65% for the J
nr values of 0.5, 2.0, and 5.0 kPa
−1, respectively, for all three asphalt emulsion types. Similarly, the percent bleeding for coarse gradation increased at higher J
nr values. The difference of percent bleeding between fine and coarse gradations for the high emulsion rate varied depending on the J
nr value. The percent bleeding values for coarse gradation were greater than those for fine aggregates by 17%, 24%, and 18% for J
nr values of 0.5, 2.0, and 5 kPa
−1, respectively.
The results for the high EAR also showed less sensitivity to asphalt emulsion modification types (P and L) than to Jnr values. There was a noticeable difference between modified and unmodified asphalt emulsions in terms of percent bleeding at all values of Jnr. These results indicate that Jnr is related to percent bleeding for both conventional and modified asphalt emulsion types and that the effect of modification is marginal when compared at the same Jnr value. Recall that the experiment controlled the Jnr value rather than the temperature in the MLWT comparisons. As a result, modified asphalt emulsions achieved a Jnr value of 5.0 kPa−1 at temperatures of 1.5–6.0 °C higher than the control.
Furthermore, the results showed that coarse gradation provided more percent bleeding than fine aggregates in all conditions. Since the aggregate shape of the coarse aggregates was more angular, this resulted in nonuniformity of the chip spread. This can lead to more stress concentration on the contact area, and this assumption can be verified by the results shown above.
Figure 6 shows a composite summary of previously presented results. The labels for this figure indicate emulsion–gradation (F is fine, C is Coarse) J
nr at 3.2 kPa. All high EARs showed higher percent bleeding than low EARs. Chip seals with low EARs had percent bleeding in the range of 21%–70%, while chip seals with high emulsion rates had percent bleeding in the range of 30%–81%.
3.1. Factors that Influence Bleeding Resistance
The information presented in the previous figures identify many factors that have a potential impact on bleeding resistance, including aggregate gradation, EAR, and Jnr at 3.2 kPa. Statistical analysis was used to quantify the significance of these factors and assess their relative contribution to bleeding resistance. Prior to conducting the analysis, factors were added or modified to best represent the materials used. The material properties considered for the analysis included those obtained from MSCR testing (percent recovery at 3.2 kPa). Moreover, aggregate gradation for statistical analysis was quantified by fitting the gradation curve to a cumulative Weibull distribution; parameters κ and λ denote the shape (fineness or coarseness) and the scale (dense or open/gap-graded) of aggregate type, respectively.
The Weibull distribution was fitted to the gradation curves in order to calculate the gradation shape parameters. The parameters calculated were κ and
λ, which denote the shape (fineness or coarseness) and the scale (dense or open/gap-graded) of aggregate type, respectively. These parameters were determined using Equation (2). These parameters were used in the statistical analysis to evaluate the effects of gradation:
where
Analysis of variance (ANOVA) was conducted at a significance level of 0.1 to screen the significant factors affecting bleeding. For the analysis, the software used was R-project [
21]. The definitions of each factor are as follows: Gradation_ λ: Weibull distribution parameter which denotes the shape (fineness or coarseness), where a high λ value means greater coarseness; EAR: EAR; J
nr_3.2: J
nr at 3.2 kPa; R_3.2: percent recovery at 3.2 kPa; Rep: replicates. The ANOVA results are shown in
Table 6.
The results presented in
Table 6 indicate that Gradation_ λ, EAR, J
nr_3.2, and R_3.2 were statistically significant factors affecting bleeding resistance. The significant factors can be ordered by the F-value, and the F-values of J
nr_3.2, Gradation_ λ, EAR, and R_3.2 are the ordered significant factors related to bleeding resistance. Moreover, the results show that the replicate was not significant for the bleeding resistance, indicating that the results are reliable and the test method is repeatable.
3.2. Best Subsets Regression
As the study selected the constant traffic stress, volume, and existing pavement, the factors emphasized included asphalt emulsion rheology, EAR, and aggregate gradation. Therefore, the measured bleeding was dependent on five factors, as stated in the previous section. However, to design the model for bleeding resistance, only four factors were considered when conducting the regression analysis. A best subsets regression was used to identify factors to include in a prediction model. The independent variables considered in this analysis included Gradation_ λ, EAR, Jnr_3.2, and R_3.2.
Table 7 shows the results of the best subsets analysis performed in the statistical analysis program Minitab. The methodology used to choose the best subsets was based on a high
value and the close value of a low Mallows’s Cp and the number of variables in the chosen subset.
Using the subset outlined in
Table 7, a quantitative prediction model was defined, as shown in Equation (3):
where
The model in Equation (3) was used to select the optimum asphalt emulsion, EAR, and aggregate gradation considering the constant existing pavement, traffic volume, traffic stress, and construction quality. In the best subset, the parameters which were included in the regression equation were Gradation_λ, EAR, and Jnr_3.2. There was no need to include percent recovery since there was a high correlation between Jnr and percent recovery. Also, it would be very difficult to control Jnr and percent recovery independently.
The selected model (Equation (3)) showed that bleeding is high when Gradation_λ is coarse (high) and EAR and Jnr_3.2 are high. The coefficients for each factor showed that the most significant factor to cause bleeding is EAR, followed by Jnr_3.2 and Gradation_λ. The best way to use this equation is to input the value of the required EAR and the gradation (λ) value and select the maximum value of Jnr at the specific climate conditions (pavement temperature) that will lead to the maximum percent bleeding allowed. The equation indicates that finer aggregate gradation and lower EAR are also favorable.
As stated earlier, to verify the equation for the bleeding resistance, a new (null) experiment needed to be carried out in the MLWT. For the null experiment, the asphalt emulsions and aggregate selected were different from the main experiment. The aggregate for this experiment was limestone with 23% LA abrasion and 90% fractured face.
The results shown in
Figure 7 indicate that the values from the equation were consistent with the value from the imaging analysis. The label in the plot indicates asphalt emulsion, J
nr at 3.2 kPa, and EAR. This indicates that all factors in the regression analysis significantly affected bleeding resistance.