3.1. Analysis of Anti-Skid Performance Decay of Highway Pavements
Figure 6 and
Table 3 illustrate the variation laws of structural depth on asphalt mixture surfaces with different aggregates and deepened-texture states versus wear duration. Data from the figure clearly show that all mixture surfaces exhibit high initial structural depths, which continuously decrease with increasing wear duration. The decline rate is faster in the early wear stage: for example, the structural depth of undeepened limestone mixtures decreases from approximately 0.76 mm to 0.73 mm within 0–3 h, demonstrating a significant drop. In the later wear stage (13–21 h), the decline trend flattens, indicating that mixture surfaces are more susceptible to wear in the initial stage, leading to rapid decay of anti-skid performance, which slows down thereafter.
Comparing the two undeepened mixtures, basalt mixtures show a significantly higher initial structural depth (0.85 mm) than limestone mixtures (0.76 mm). The gap between their structural depths gradually narrows with prolonged wear, reaching approximately 0.68 mm for basalt and 0.65 mm for limestone after 21 h of wear. This suggests that basalt mixtures exhibit obvious anti-skid performance advantages under short-term wear without deepened texture, though such advantages weaken over time.
After deepened-texture treatment, the structural depths of both mixtures increase significantly. The initial structural depth of deepened basalt mixtures reaches 1.20 mm and that of limestone mixtures reaches 1.06 mm. Throughout the wear process, basalt mixtures maintain a higher structural depth. For instance, after 13 h of wear, the structural depth of deepened basalt mixtures is approximately 1.07 mm, compared to 0.93 mm for deepened limestone mixtures. This fully demonstrates that deepened-texture technology effectively enhances the structural depth of mixture surfaces, retards performance decay during wear and further confirms that basalt mixtures have superior wear resistance over limestone mixtures.
Figure 7 depicts the variation laws of longitudinal and transverse pendulum values on asphalt mixture surfaces with different aggregates and deepened-texture states versus wear duration, reflecting the dynamic changes in pavement anti-skid performance under different conditions.
The longitudinal and transverse pendulum values of both mixtures remain at low levels initially, decreasing slightly but steadily with increasing wear duration. Specifically, basalt mixtures show higher longitudinal pendulum values than limestone mixtures, while limestone mixtures exhibit higher transverse pendulum values. For example, at 0 h of wear, the longitudinal pendulum value of basalt mixtures is approximately 44, compared to 40 for limestone; the transverse pendulum value is approximately 50 for limestone and 48 for basalt. This indicates that basalt is more conducive to longitudinal anti-skid, while limestone has certain advantages in transverse anti-skid performance without deepened texture.
Deepened-texture treatment significantly improves the initial longitudinal and transverse pendulum values of both mixtures. However, with increasing wear duration, the longitudinal and transverse pendulum values of limestone mixtures decrease sharply, even falling below those of undeepened textures. In contrast, basalt mixtures show a gentler decline and maintain higher pendulum values. After 13 h of wear, the longitudinal pendulum value of limestone mixtures decreases from approximately 40 to 36, and the transverse value decreases from 55 to 48, while those of basalt mixtures remain at approximately 50 and 58, respectively. This suggests that deepened texture significantly enhances the pendulum values and anti-skid performance of basalt mixtures but has a negative impact on limestone mixtures—possibly because the limestone surface loses texture features more easily due to wear, leading to rapid decline in anti-skid performance.
Limestone and basalt exhibit significant differences in mineral composition and hardness, which directly determine their wear resistance. Dominated by calcite (CaCO3) with a Mohs hardness of 3–4, its mineral structure is relatively soft and prone to abrasion and polishing under repeated friction. Composed of pyroxene and plagioclase feldspar with a Mohs hardness of 5–6, its dense crystalline structure and higher hardness enable it to resist wear and maintain surface roughness over time. The deepened-texture technology (grinding/grooving) creates artificial grooves and protrusions on the limestone surface, initially increasing structural depth (to 1.06 mm) and pendulum values. However, during the wear process, the following chain reactions occur due to limestone’s low hardness.
The micro-roughness (micro-texture) on the surface of limestone aggregates is critical for generating friction (reflected by pendulum values). Under the dual-tire wear (0.3 MPa contact pressure, 120 r/min), the soft calcite mineral is quickly polished, smoothing the aggregate surface. This reduces the adhesive friction between the tire and pavement, causing a sharp drop in pendulum values. For example, the longitudinal pendulum value of deepened limestone decreases from 40 to 36 after 13 h of wear—even lower than that of unmodified limestone (which maintains a more stable micro-texture due to less initial protrusion).
The artificially deepened grooves on limestone rely on the strength of the aggregate skeleton to maintain their shape. However, limestone’s soft aggregates cannot withstand repeated tire pressure: the protrusions between grooves are easily crushed or detached, leading to groove deformation and shallowing. This not only fails to sustain the initial structural depth advantage but also creates uneven wear scars, further reducing friction. In contrast, basalt’s high hardness ensures that deepened grooves remain intact longer, preserving both macro-texture (structural depth) and micro-texture (pendulum value).
For basalt, the combination of high mineral hardness and deepened texture forms a synergistic effect. The hard aggregates resist polishing, maintaining micro-texture and thus stable pendulum values (remaining above 50 after 13 h of wear). The deepened grooves retain their structure under wear, sustaining macro-texture depth (1.07 mm after 13 h) and enhancing drainage, which further supports anti-skid performance.
Dominated by calcite (CaCO3) with a Mohs hardness of 3–4, its soft, brittle mineral structure is prone to micro-fracture and polishing under repeated tire friction. During the indoor accelerated wear test, the sharp edges of limestone aggregates (critical for micro-texture) are quickly rounded, reducing the adhesive friction between the tire and pavement (reflected by the rapid drop in pendulum values: longitudinal pendulum value of deepened limestone decreases from 40 to 36 after 13 h of wear).
Composed of pyroxene and plagioclase feldspar (Mohs hardness 5–6), with a dense, interlocking crystalline structure, its high hardness enables basalt to resist abrasion: even after 21 h of wear, its surface retains sharp micro-irregularities, maintaining higher friction (pendulum value remains above 50) and slower texture depth decay (0.68 mm, 4.6% higher than limestone).
Basalt exhibits stronger chemical adhesion with SBS modified asphalt (due to its higher silica content and surface energy), forming a stable asphalt film that binds aggregates tightly. This reduces aggregate detachment during wear, preserving the integrity of the macro-texture (e.g., deepened grooves in basalt remain intact after 13 h of wear, maintaining a texture depth of 1.07 mm). In contrast, limestone (rich in calcium carbonate) has weaker adhesion with asphalt, leading to faster asphalt film abrasion and loose aggregate loss—exacerbating texture depth decay (e.g., unmodified limestone’s texture depth drops from 0.76 mm to 0.65 mm after 21 h).
Overall, although deepened texture improves the initial pendulum values of both mixtures, the subsequent anti-skid performance of limestone mixtures declines significantly, while basalt mixtures maintain better anti-skid performance during wear. This highlights the need to comprehensively consider aggregate types and their wear resistance when selecting pavement materials to fully leverage the anti-skid effect of deepened-texture technology. Due to their excellent wear resistance, basalt mixtures show greater potential in ensuring long-term anti-skid performance of pavements.
Table 4 presents the analysis of variance (ANOVA) results for the effects of wear duration, aggregate type, and deepened-texture state on structural depth and pendulum values under a 95% confidence level, clearly demonstrating the differences in the influence degrees of each factor. The analysis of variance (ANOVA) was performed using IBM SPSS Statistics 26.0, a widely recognized statistical software package in engineering and materials science research, which ensures the reliability of the factor influence analysis. For structural depth, the significance
p-values of wear duration, aggregate type, and deepened-texture state are all less than 0.05, indicating that they have very significant effects on the structural depth of the mixture surface. In terms of
F-values, the deepened-texture state has the largest F-value of 261.436, followed by wear duration with an F-value of 79.110, and aggregate type with a relatively smaller
F-value of 61.927. This suggests that among the factors affecting structural depth, the deepened-texture state plays the most prominent role, capable of significantly changing the magnitude of structural depth; wear duration and aggregate type also have important effects on structural depth, as the structural depth decreases with the increase in wear time, and there are differences in structural depth among different aggregate types.
When the dependent variable is the longitudinal pendulum value, the p-value of wear duration is less than 0.05, indicating a significant effect, with an F-value of 29.166. The p-value of aggregate type is 0.020, which, although larger than that of wear duration, still indicates a certain degree of influence; the p-value of the deepened-texture state is 0.683, greater than 0.05, showing no significant effect on the longitudinal pendulum value. This means that wear duration is the key factor affecting the longitudinal pendulum value, and the longitudinal pendulum value changes significantly with the increase in wear time; the aggregate type also has a certain effect on the longitudinal pendulum value, but the deepened-texture state has no obvious influence on it.
For the transverse pendulum value, the significance p-values of wear duration, aggregate type, and deepened-texture state are all less than 0.05, indicating significant effects. Among them, wear duration has the largest F-value of 14.328, followed by the deepened-texture state with an F-value of 13.387, and aggregate type with a relatively smaller F-value of 13.068. This indicates that wear duration plays a dominant role in influencing the transverse pendulum value, and the transverse pendulum value changes significantly with the increase in wear time; the deepened-texture state and aggregate type also have important effects on the transverse pendulum value, and different deepened-texture states and aggregate types will cause different degrees of changes in the transverse pendulum value.
3.2. Prediction Model for Anti-Skid Performance of Highway Pavement
Table 5 presents the fitting results of structural depth and pendulum values for different asphalt mixtures versus wear duration, revealing the variation laws of different performance indices and mixture types during the wear process. The fitting correlation coefficients between structural depth and wear duration (x) are all greater than 0.87, indicating an obvious linear relationship. Take the limestone mixture with deepened texture as an example, the fitting equation is y = −0.0086x + 1.0246, and R
2 reaches 0.9146, suggesting that the structural depth shows a stable linear decline trend with the increase in wear duration, and this model has a high degree of explanation for the change in structural depth. This means that the change in structural depth under different wear durations can be predicted relatively accurately through this linear model. Mixtures with different aggregate types and texture states have different initial values and decline rates of structural depth. The limestone mixture without deepened texture has a relatively low initial structural depth, its fitting equation is y = −0.0045x + 0.7514, and the decline rate is slow, while the basalt mixture with deepened texture has a higher initial structural depth, the fitting equation is y = −0.0084x + 1.2014, and the decline rate is relatively fast.
The fitting correlation coefficients of some pendulum values are slightly lower than those of structural depth. For example, the correlation coefficients of longitudinal pendulum values of limestone (with deepened texture) and basalt (without deepened texture) mixtures are about 0.78, and the correlation coefficient of transverse pendulum values of basalt (with deepened texture) mixture is about 0.72. Nevertheless, on the whole, there is still a good linear relationship between the pendulum value after wear and the wear duration (x). Taking the longitudinal pendulum value as an example, the variation trends of pendulum values of different mixtures with wear duration are different. For the limestone mixture without deepened texture, the fitting equation is y = −0.3690x + 48.250, R2 is 0.9100, its initial pendulum value is high, but the decline rate is relatively slow; for the basalt mixture with deepened texture, the fitting equation is y = −0.5427x + 54.696, R2 is 0.8715, the initial pendulum value is higher, but the decline rate is faster. Similar differences also exist in the transverse pendulum values, reflecting the influence of different aggregate types and texture states on the change in pendulum values.
Both structural depth and pendulum value show a certain linear relationship with wear duration. Although the fitting correlation coefficients of some pendulum values are relatively low, they still indicate that their change laws can be predicted to a certain extent by linear models. These data provide a quantitative basis for in-depth understanding of the anti-skid performance changes of asphalt mixtures during the wear process and have important reference values for pavement design and maintenance decisions, which is helpful to predict the anti-skid performance of pavements under different service durations so as to take corresponding measures in time to ensure road safety.
Figure 8 presents the comparison between the predicted values and measured values of structural depth and pendulum values. Through the comparison of these data, the prediction accuracy of the linear model for the anti-skid performance indices of asphalt pavements can be intuitively evaluated. The correlation coefficient between the predicted value and measured value of structural depth is as high as 0.9893, and the fitting slope is 0.9879, which is extremely close to 1. This means that the fitting curve of structural depth almost coincides with the contour line. In the figure, each data point is closely distributed around the fitting curve, with extremely small dispersion. For example, when the measured structural depth is 0.8 mm, the predicted value is also very close to this value, indicating that the linear model can highly accurately describe the variation law of structural depth with wear duration. This fully shows that the linear model established based on different wear durations has extremely high prediction accuracy for structural depth and can reliably reflect the variation trend of structural depth under the conditions of indoor accelerated wear test, providing strong support for analyzing the decay law of anti-skid performance.
The predicted values and measured values of longitudinal pendulum values also have high correlation coefficients, and the fitting slopes also tend to 1. Although some data points may have certain deviations from the fitting curve in the figure, the data points are generally concentrated around the fitting curve. For example, when the measured longitudinal pendulum value is in the range of 45–50, the predicted value can well reflect this variation trend, indicating that the linear model also has high accuracy in predicting the change in longitudinal pendulum value and can effectively reflect the variation law of longitudinal pendulum value with wear duration.
The correlation coefficients between the predicted values and measured values of transverse pendulum values are also at a high level, and the fitting slopes are also close to 1. From the data distribution, although there are some fluctuations, the variation trends of predicted values and measured values are basically consistent on the whole. For example, during the increase in wear duration, the measured transverse pendulum value gradually decreases, the predicted value can also show a corresponding downward trend, and the prediction is more accurate at key numerical points, which further proves the effective description and prediction ability of the linear model for the change in transverse pendulum value.
The comparison results between the predicted values and measured values of structural depth and pendulum values in
Figure 8 fully prove that the linear fitting model can effectively describe the variation laws of structural depth and pendulum values with wear duration (x). Whether it is structural depth or longitudinal and transverse pendulum values, the model can accurately predict the numerical changes under the conditions of the indoor accelerated wear test to a high degree, providing a reliable basis for in-depth study of the decay law of anti-skid performance, and has important engineering significance for optimizing pavement design and reasonably formulating maintenance strategies.
3.3. Analysis of Anti-Skid and Wear-Resistant Decay Laws of In-Service Highway Asphalt Pavements
In addition to indoor accelerated wear tests, this study comprehensively analyzes the evolution trend of anti-skid performance of asphalt concrete surfaces based on field anti-skid performance detection data from the G56 K2319 section of the Hangrui Expressway in different years, where the coarse aggregates used in the asphalt concrete surface course are all basalt.
3.3.1. Analysis of Structural Depth Decay Law
Figure 9 illustrates the annual structural depth changes in different lanes in the G56 K2319 section of the Hangrui Expressway from 2022 to 2024, clearly showing multi-faceted characteristics in data variations. The structural depths of the surface courses in the overtaking lane and driving lane generally exhibited a downward trend during 2022–2024. In 2022, the structural depths of the surface courses in both lanes were relatively high, with the maximum value of approximately 1.05 mm in the overtaking lane and 0.96 mm in the driving lane, showing similar distribution characteristics due to consistent initial pavement conditions. By 2023, the structural depth at each test point had decreased, and the differences in structural depth between lanes expanded. For example, the structural depth of test point 1 in the overtaking lane decreased from approximately 0.97 mm in 2022 to 0.66 mm in 2023, and that of test point 1 in the driving lane decreased from 0.89 mm to 0.62 mm, indicating that factors such as vehicle loads, driving paths, and speeds gradually influenced the wear of the surface course. By 2024, the decline in structural depth tended to flatten, and slight rebounds were observed in the structural depth of overtaking-lane test point 3, as well as driving-lane test points 2 and 3. The structural depth of overtaking-lane test point 3 rebounded from approximately 0.51 mm in 2023 to 0.59 mm in 2024, and that of driving-lane test point 2 rebounded from 0.49 mm to 0.56 mm, suggesting that surface course wear gradually reached a stable state. In local areas, the structural depth may have recovered due to reduced wear rates or extrusion from vehicle loads.
In terms of annual averages, the annual average structural depths of the overtaking lane in 2022, 2023, and 2024 were 0.83 mm, 0.53 mm, and 0.51 mm, respectively, while those of the driving lane were 0.78 mm, 0.47 mm, and 0.53 mm. Although the overall trend was a decrease in structural depth, the annual average structural depth of the driving lane in 2024 was slightly higher than that in 2023, further confirming the variation of structural depth in local areas. This variation reflects that during long-term use, although the anti-skid performance of the pavement generally decays, different variation trends occur in specific stages and areas, which are closely related to factors such as vehicle load distribution, traffic flow characteristics, and material properties.
The structural depths of the overtaking lane and driving lane show a decay trend in anti-skid performance due to wear during long-term use. However, after a certain period, pavement wear tends to stabilize, and slight rebounds in structural depth occur in local areas. To enhance the anti-skid performance of basalt asphalt concrete surfaces and delay their decay, measures such as introducing deepened-texture technology, strengthening regular maintenance, and optimizing pavement structure design can be adopted to adapt to the long-term effects of traffic loads and road safety requirements.
3.3.2. Analysis of Pendulum Value Evolution Law
Figure 10 presents the annual pendulum value changes of different lanes in the G56 K2319 section of the Hangrui Expressway from 2022 to 2024, containing rich information that reflects the variation characteristics of pavement anti-skid performance across different lanes and time dimensions.
During 2022–2024, the pendulum values of the surface courses in both the overtaking lane and driving lane showed an overall downward trend. In 2022, the pendulum values of the asphalt pavement surfaces in both lanes were relatively high, with the maximum value reaching 70 in the overtaking lane and 68 in the driving lane, exhibiting distribution characteristics similar to those of structural depth. Since 2023, pendulum values at all test points have decreased, with the decay amplitude in the overtaking lane being milder than that in the driving lane. For example, the pendulum value of test point 1 in the overtaking lane decreased from approximately 68 in 2022 to 61 in 2023, while that of test point 1 in the driving lane decreased from 64 to 58. By 2024, pendulum values in both lanes had dropped to lower levels (minimum 40 in the overtaking lane and 42 in the driving lane), and the decay rate tended to stabilize, indicating that pavement anti-skid performance gradually deteriorates with time and vehicle loads, tending to stabilize in the later stage.
In terms of annual averages, the annual mean pendulum values of the overtaking lane in 2022, 2023, and 2024 were 67, 57, and 44, respectively, while those of the driving lane were 67, 54, and 45. The continuous decline in pendulum values further confirms the annual decay of pavement anti-skid performance. Meanwhile, the slight increase in the driving lane’s pendulum value in 2024, though small, reflects the complexity of anti-skid performance changes, which is closely related to the actual operating environment rather than a single factor. Influenced by vehicle loads, driving paths, and speeds, the overtaking and driving lanes exhibit different wear characteristics during service:
The driving lane, with more large vehicles, stable speeds, and low lane-changing demands, undergoes greater pavement loads, resulting in faster wear, lower pendulum values, and smaller fluctuations.
The overtaking lane, dominated by passenger cars with high driving speeds, experiences relatively slower wear, maintaining higher overall pendulum values with smaller decay amplitudes. However, frequent lane changes by passenger cars lead to greater unevenness in pendulum values—for example, in 2023, pendulum values at each test point in the driving lane were relatively concentrated, while those in the overtaking lane showed larger dispersion.
The data in
Figure 10 indicate that anti-skid performance varies significantly between lanes, influenced by multiple comprehensive factors. These variation characteristics provide important references for road management departments to formulate targeted maintenance strategies, helping to promptly implement measures to enhance pavement anti-skid performance and ensure traffic safety.
Basalt’s high hardness prevents groove collapse. The artificially grooved structure (depth ~1.2 mm initially) resists tire pressure, with wear primarily occurring on groove edges—slowing texture depth decay (1.07 mm after 13 h). Limestone’s grooves, however, rely on weak aggregate bonds. Under repeated loading, the groove walls (composed of soft limestone) crumble, causing the grooves to shallow and merge. This leads to a faster drop in texture depth (from 1.06 mm to 0.93 mm after 13 h) and uneven surface morphology, further reducing friction.
Wear is dominated by the flattening of natural aggregate protrusions. Basalt’s harder protrusions wear more slowly (initial texture depth 0.85 mm vs. limestone’s 0.76 mm), maintaining a larger macro-texture for longer. Limestone’s soft surface is quickly smoothed by tire rubber, reducing the “interlocking” effect between tire tread and aggregate micro-roughness. This explains why its pendulum value decays faster than basalt’s (e.g., transverse pendulum value of limestone drops from 50 to 48 after 21 h, while basalt’s remains at 58). Basalt’s hard surface retains micro-roughness, as polishing only removes weak surface layers without eliminating the underlying crystalline irregularities—sustaining higher friction.
The initial asphalt film on both aggregates acts as a lubricant (reducing friction) but is gradually worn off during the early wear stage (0–3 h). For basalt, the remaining asphalt film tightly binds aggregates, minimizing loose particle loss. For limestone, weaker adhesion causes the asphalt film to peel off in larger patches, exposing more soft aggregate surfaces to direct polishing—accelerating both macro- and micro-texture degradation.
3.3.3. Fitting Analysis of Indoor and Field Data on Pavement Surface Anti-Skid and Wear-Resistant Performance
Figure 11 shows the comparison of structural depth data between field detection and indoor accelerated wear tests for basalt (without deepened texture) in the G56 K2319 section of the Hangrui Expressway. Analysis of these data reveals the following variation characteristics:
Although there are certain differences in structural depth between field detection and indoor accelerated wear tests, the two still exhibit a good linear relationship. It can be seen from the figure that the fitting curves of both the overtaking lane and driving lane have high correlation coefficients, indicating that the indoor accelerated wear test can simulate the variation trend of structural depth of actual pavements with time to a certain extent. After three years of operational wear, the average structural depths of the driving lane and overtaking lane measured on site are 0.53 mm and 0.51 mm, respectively. Using the fitting formula of indoor wear time and structural depth (Formula (1)), it is calculated that the average structural depth (0.52 mm) of the measured pavement after three years of operational wear roughly corresponds to the wear effect of asphalt pavement surfaces under 44.5 h of indoor accelerated wear. This indicates that the indoor accelerated wear test has a certain accuracy in predicting the wear condition of actual pavements and can provide a reference for evaluating the anti-skid performance of actual pavements in different service years. The correlation between indoor accelerated wear test data and field detection data provides convenience for researchers and road managers. Through indoor accelerated wear tests, structural depth data under different wear durations can be obtained in a relatively short time, thereby predicting the change in anti-skid performance of actual pavements during long-term use, which helps to formulate reasonable pavement maintenance plans in advance and improve road safety and durability.
Figure 12 focuses on the fitting between the longitudinal deflection values of basalt (undeepened structure) indoor wear specimens and the field data during on-site testing and indoor accelerated wear tests on the K2319 section of Hangrui Expressway (G56). The data variation characteristics are significant, which is of great significance for studying the anti-skid performance of road surfaces.
The on-site measured swing data shows a good linear relationship with the swing data obtained from indoor accelerated wear tests. Among them, the correlation coefficient of the fitting curve of the overtaking lane reached 0.9034, indicating a high degree of fitting between the indoor and on-site swing data of the overtaking lane. The indoor acceleration wear test has a good simulation effect on the trend of the overtaking lane swing value change. Although the correlation between the lane fitting curve is slightly weak, with a correlation coefficient of 0.7737, overall it still reflects a linear correlation between the two. This means that it is feasible to study the changes in road surface deflection and predict the actual anti-skid performance of the road surface through indoor accelerated wear tests.
Based on the measured data, taking the minimum swing value of asphalt pavement worn out in three years of operation as 40 (the minimum swing value of overtaking lane in 2024) as an example, using the existing prediction formula between indoor acceleration wear duration and swing value (y = −0.2330x + 44.924, R2 = 0.7842), it is calculated that the wear effect of asphalt pavement worn out in three years is equivalent to about 21.1 h of indoor acceleration wear. This data provides a quantitative basis for evaluating the degradation of anti-skid performance of actual road surfaces under different service years, which helps road management departments and researchers to intuitively understand the degree of change in anti-skid performance of road surfaces.
The data variation characteristics in
Figure 12 not only confirm the linear relationship between on-site and indoor swing data but also provide an effective method for predicting road anti-skid performance. By conducting indoor accelerated wear tests, it is possible to simulate wear conditions of different durations in a laboratory environment. Combined with on-site data fitting analysis, it is possible to more accurately grasp the changes in road anti-skid performance over time. This has important guiding significance for formulating road maintenance plans in advance, arranging maintenance measures reasonably, and ensuring road driving safety, which helps to improve the scientificity and economy of road maintenance.
A comparative analysis of the two sets of data on the structural depth and pendulum values of asphalt pavement surfaces after three years of operation reveals that when indoor accelerated wear achieves effects comparable to field-measured data, a longer accelerated wear time is required when using the structural depth evaluation index, whereas a shorter accelerated wear time is needed when using the pendulum value evaluation index. This is because the wear of structural depth is more difficult, which is closely related to factors such as aggregate properties, vehicle loads, and the external environment. The pendulum value index, which characterizes the anti-skid performance of asphalt pavements, is not only affected by the wear of the pavement surface but also, more significantly, by the polishing of the pavement surface. This leads to the decay rate of the pavement’s anti-skid performance being faster than the wear rate of the structure. Therefore, when using indoor accelerated wear test data to predict the anti-skid and wear-resistant performance of asphalt pavements during actual operation, it is recommended to adopt the most unfavorable conditions; that is, use the predicted values of pendulum values while taking the predicted values of structural depth as an auxiliary decision-making basis for improving the anti-skid and wear-resistant performance of pavements. Through the above analysis, the indoor accelerated wear test can provide an effective basis for predicting the long-term anti-skid performance of pavements and offer a theoretical foundation for formulating pavement maintenance measures at different wear stages.