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Analysis of Flexible Pavement Distress Behaviors

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ANALYSIS OF FLEXIBLE PAVEMENT DISTRESS BEHAVIORS<br />

ABSTRACT:<br />

Abdullah Al-Mansour<br />

Pr<strong>of</strong>essor<br />

Civil Engineering Department<br />

King Saud University<br />

Riyadh, Saudi Arabia<br />

amansour@ksu.edu.sa<br />

The <strong>Pavement</strong> Maintenance Management System (PMMS) <strong>of</strong> Riyadh city perform<br />

comprehensive pavement visual survey prior to each maintenance program. In the condition survey<br />

detailed information related to type, severity and density <strong>of</strong> existing distresses was collected. The<br />

collected data was then used to determine needed maintenance activities on a project level. This<br />

process was proven to be costly and very time consuming.<br />

This paper utilizes the data <strong>of</strong> three pavement distress surveys over a period <strong>of</strong> six years to<br />

investigate and analyze the behavior <strong>of</strong> common types <strong>of</strong> pavement distress. The analysis included<br />

studying the factors affecting distress density. These factors included pavement condition, traffic level,<br />

severity level and time. In addition, the analysis involved correlation between distresses and<br />

propagation behavior and trend <strong>of</strong> common pavement distress types over time. The out put <strong>of</strong> these<br />

analyses can be used to predict distress data prior to each maintenance program. This will eliminate<br />

the need for comprehensive condition survey which proven to be costly and time consuming.<br />

INTRODUCTION<br />

<strong>Pavement</strong> distresses are visible imperfections on pavement surface. They are<br />

symptoms <strong>of</strong> the deterioration <strong>of</strong> pavement structures. Most, if not all, agencies that<br />

have implemented a <strong>Pavement</strong> Maintenance Management System (PMMS) collect<br />

periodic surface distress information on their pavements through distress surveys [1].<br />

<strong>Distress</strong> evaluation, or condition survey, includes detailed identification <strong>of</strong> pavement distress<br />

type, severity, extent, and location. To combine these details, an index is assigned to each<br />

pavement which is transferred to a general rating. Every highway agency either develops<br />

pavement distress evaluation procedure or selects a developed one for its pavement condition<br />

survey. Regardless <strong>of</strong> the size <strong>of</strong> the highway network or the sophistication <strong>of</strong> the PMS<br />

procedure, most PMS strategies can <strong>of</strong>fer assistance at two levels: the network level and the<br />

project level. Network level information provides management with broad-based data about<br />

the entire system. Information for planning purposes and fiscal analysis is <strong>of</strong>ten provided by<br />

the network data. On the other hand, project level information can include specific details<br />

about engineering design, construction and cost accounting. Obviously the data required for<br />

each level differs considerably. Network level required disaggregate data that reflects the<br />

general pavement condition. However, project level needs detailed and specific data on<br />

expected distresses.<br />

In general, distress density starts its propagation process very slowly, but it accelerates<br />

more at a later stage. There are factors that affect rate <strong>of</strong> propagation. These factors may<br />

include pavement condition, traffic levels and distress severity. The distress density<br />

propagation on a new or recently overlaid pavement sections having excellent condition is<br />

expected to be slower than on pavement sections with poor condition. A distress is expected<br />

to behave differently on pavement sections subjected to different traffic levels. Also, the<br />

distress severity levels have an effect on behavior and propagation <strong>of</strong> distress density.<br />

The <strong>Pavement</strong> Maintenance Management System (PMMS) <strong>of</strong> Riyadh city perform<br />

comprehensive pavement visual survey prior to each maintenance program [2]. In the condition survey,<br />

detailed information related to type, severity and density <strong>of</strong> existing distresses was collected. The<br />

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collected data was then used to determine needed maintenance activities on a project level. This<br />

process is usually very expensive and time consuming.<br />

STUDY OBJECTIVE<br />

The main objective <strong>of</strong> this study is to investigate the behavior <strong>of</strong> the common types <strong>of</strong><br />

pavement distress on Riyadh’s street network. The analysis include determining factors affecting<br />

distress density, correlation analysis and propagation behavior <strong>of</strong> common pavement distresses.<br />

DATA BASE DEVELOPMENT<br />

Riyadh Municipality conducts comprehensive pavement condition evaluation prior to each<br />

maintenance program. The condition evaluation involves determining types, severity and density <strong>of</strong> all<br />

pavement distresses. The collected data was then converted to pavement condition index called Urban<br />

<strong>Distress</strong> Index (UDI). The UDI is a combined local index <strong>of</strong> fifteen pavement distresses developed for<br />

the Riyadh <strong>Pavement</strong> Maintenance Management System (PMMS). The index ranges from zero to 100,<br />

where 100 represents excellent pavement condition. The UDI is calculated based on pavement<br />

distresses type, severity and density for a specific section. Four pavement condition rating was adopted<br />

for the UDI system: Poor, Fair, Good and Excellent [3]. The Index has to be updated periodically to<br />

reflect the existing pavement condition. <strong>Pavement</strong> performance models were developed to update UDI<br />

on the network level [4]. However, the models did not predict changes in individual distress data. The<br />

condition <strong>of</strong> individual distress over time is very essential in planning maintenance activities on a<br />

project level.<br />

To date three comprehensive condition surveys were accomplished. The historical data was<br />

classified based on highway class into main and secondary streets. These surveys covered a period <strong>of</strong><br />

four years for main streets and six years <strong>of</strong> secondary streets. All pavement sections that received<br />

maintenance during the analysis period were eliminated. The remaining sections along with common<br />

distress data and date <strong>of</strong> inspection were stored in a separate data base for further analysis. The<br />

common main street distresses included in this study were: longitudinal and transverse cracks,<br />

weathering and raveling, potholes and depressions. The secondary street distresses included were<br />

longitudinal and transverse cracks, weathering and raveling and potholes [5]. The analysis involved<br />

590 main street data points and 3119 secondary street observations during each survey.<br />

FACTORS AFFECTING DISTRESS DENSITY<br />

Various factors may affect distress density. These factors include distress type, pavement<br />

condition, distress severity level, traffic level and time. To determine which <strong>of</strong> these factors affect<br />

distress density, analysis <strong>of</strong> variance was conducted. The ANOVA model has the following form<br />

DD = DT + PC + DS + AD + T<br />

Where,<br />

DD = percent <strong>of</strong> distress density<br />

DT = distress type (common types <strong>of</strong> distress)<br />

PC = pavement condition (excellent, good, fair and poor)<br />

DS = distress severity level (low, medium and high)<br />

TL = Traffic level for main streets only (high and low)<br />

T = time since first inspection in years.<br />

The distress density is calculated as the distress area divided by the surveyed area multiplied<br />

by 100 for all distresses. The distress quantity for longitudinal and transverse cracks, weathering and<br />

raveling and depressions are in square meters and for potholes is number <strong>of</strong> existing potholes in<br />

surveyed area. The output <strong>of</strong> this analysis is shown in Table 1. The analysis indicated that all factors<br />

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have an effect on density <strong>of</strong> the individual distress in main streets and secondary streets except<br />

severity level for potholes. Pothole is localized type <strong>of</strong> distress and its severity level is not expected<br />

to affect the density <strong>of</strong> the distress. This is clear from the p-value <strong>of</strong> the ANOVA model.<br />

DISTRESSES CORRELATION ANALYSIS<br />

To investigate the effect <strong>of</strong> one distress on the others correlation analysis among all distresses<br />

was conducted. Table 2 shows the correlation matrix and probability values <strong>of</strong> the included distresses.<br />

The analysis indicated that longitudinal and transverse cracks and weathering and raveling distresses<br />

are highly correlated. That means one <strong>of</strong> these distresses leads to the existence <strong>of</strong> the other.<br />

Weathering and raveling correlates highly with depression and potholes. The existence <strong>of</strong> cracks,<br />

weathering and depressions on pavement surface indicate that potholes will appear in the same<br />

pavement section. The high value <strong>of</strong> correlations among the different distresses is an indication that<br />

existence <strong>of</strong> a distress on pavement surface is an inducement to other types <strong>of</strong> distress.<br />

ANALYSIS OF DISTRESS BEHAVIOR<br />

To investigate the propagation behavior <strong>of</strong> the common types <strong>of</strong> distress, the percent <strong>of</strong> each<br />

distress density was plotted against time <strong>of</strong> survey for all severity levels. These plots are presented in<br />

Figure 1 for main streets and in Figure 2 for secondary streets. It is clear that weathering and raveling<br />

is the wide spread distress among all the other distresses for both main and secondary streets. In four<br />

years period the percent <strong>of</strong> weathering and raveling density on main street increased by 100 %. This<br />

represents about 80% <strong>of</strong> the main street sampled area. In six years period about 70% <strong>of</strong> secondary<br />

street sampled area subjected to weathering and raveling. The percent density <strong>of</strong> weathering and<br />

raveling increased on secondary streets by about 250% in six years. The percent density <strong>of</strong><br />

longitudinal and transverse cracks increased by about 175% in four years on main streets and by about<br />

230% in six years for secondary streets. In four years, the percentage density <strong>of</strong> pothole increased by<br />

about 300% on main streets and by about 400% on secondary streets in six years. Potholes covered<br />

only 10% <strong>of</strong> the main streets sampled area in four years and 5% <strong>of</strong> secondary streets sampled area in<br />

six years.<br />

SUMMARY AND CONCLUSIONS<br />

This paper investigates the behavior <strong>of</strong> the common types <strong>of</strong> pavement distress on Riyadh’s<br />

street network. The analysis include determining the factors affecting distress density, correlation<br />

analysis and propagation behavior <strong>of</strong> common pavement distresses. The street network was divided<br />

into two main categories: main and secondary streets. The analysis utilizes data <strong>of</strong> three consecutive<br />

distress surveys. These surveys covered a period <strong>of</strong> four years for main streets and six years <strong>of</strong><br />

secondary streets. <strong>Pavement</strong> sections that did not receive any maintenance during these periods were<br />

only included in the analysis. The analysis involved 590 main street data points and 3119 secondary<br />

street observations during each survey. The common main street distresses included in this study were:<br />

longitudinal and transverse cracks, weathering and raveling, potholes and depressions. The secondary<br />

street distresses included were longitudinal and transverse cracks, weathering and raveling and<br />

potholes.<br />

The analysis indicated that distress type, pavement condition, distress severity level, traffic level and<br />

time all have a significant effect on density <strong>of</strong> individual distress in main streets and secondary streets<br />

except severity level for potholes. <strong>Distress</strong>es correlation analysis indicated that high value <strong>of</strong><br />

correlations among the different distresses. This is an indication that existence <strong>of</strong> a distress on<br />

pavement surface is an inducement to other types <strong>of</strong> distress. The distress behavior analysis proves<br />

that each distress has different rate <strong>of</strong> propagation with time. While weathering and raveling is the<br />

most spread distress, the percent <strong>of</strong> the distress density on main streets increased by 100 % in four<br />

years and by 250% on secondary streets in six years. The percentage density <strong>of</strong> potholes is increased<br />

by about 300% on main streets and represents only 10% <strong>of</strong> the sampled area in four years. In<br />

secondary streets the increased reached 400% and about 5% <strong>of</strong> the sampled area is subjected to<br />

potholes.<br />

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REFERENCES<br />

1. Haas, R., et. al., "Modern <strong>Pavement</strong> Management", Krieger Publishing Company,<br />

Malabor, Florida, 1994.<br />

2. Al- Swailmi, S., E. Sharaf, A. Al-Mansour, S. Zahran, M. Al-Mulhem and AL-Kharashi,<br />

"Development <strong>of</strong> a Maintenance Management system For Riyadh Street Network", AR-<br />

15-02, Final Report 1418H (1998).<br />

3. Al- Swailmi, S., Al-Mansour, A., and et al “Developing Urban <strong>Distress</strong> Index for Riyadh<br />

PMMS”, Fifth Saudi Engineering Conference, UmmAl-Qura University, 1999.<br />

4. .AL-Mansour, A ., "Development <strong>of</strong> <strong>Pavement</strong> Performance Models for Riyadh Streets<br />

Network" Transportation Research Board (TRB), No.1655, 1999.<br />

5. Al-Mansour, A. and AL-Swailem, S. "<strong>Pavement</strong> Condition data Collection and Evaluation<br />

<strong>of</strong> Riyadh Main Street Network", Journal <strong>of</strong> King Saud University, Engineering Science,<br />

1997.<br />

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Table 1. <strong>Analysis</strong> <strong>of</strong> Variance for <strong>Distress</strong> Density<br />

P-value<br />

Type <strong>of</strong> distress Factor Main<br />

Street<br />

Secondary<br />

Street<br />

Longitudinal and transverse<br />

cracks<br />

<strong>Pavement</strong> condition<br />

Traffic level<br />

Severity level<br />

Time<br />

.000<br />

.000<br />

.000<br />

.001<br />

.000<br />

N/A<br />

.006<br />

.000<br />

<strong>Pavement</strong> condition .001 .001<br />

Utility patching<br />

Traffic level<br />

.000 N/A<br />

Severity level<br />

NA .003<br />

Time<br />

.002 .001<br />

<strong>Pavement</strong> condition .001 .000<br />

Weathering and Raveling<br />

Traffic level<br />

.000 N/A<br />

Severity level<br />

.001 .021<br />

Time<br />

.000 .000<br />

<strong>Pavement</strong> condition .000 .002<br />

Potholes<br />

Traffic level<br />

.624 N/A<br />

Severity level<br />

.005 .135<br />

Time<br />

.000 .001<br />

<strong>Pavement</strong> condition .000 N/A<br />

Depression<br />

Traffic level<br />

.076 N/A<br />

Severity level<br />

.062 N/A<br />

Time<br />

.000 N/A<br />

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Table 2. <strong>Distress</strong>es correlation coefficient and probability matrix for main and<br />

Secondary streets<br />

Highway class Longitudinal and<br />

transverse cracks<br />

Longitudinal Main St. 1<br />

and transverse<br />

cracks Secondary St. 1<br />

Weathering and<br />

1<br />

Main St.<br />

Raveling<br />

(0.013)<br />

0.985<br />

Secondary St.<br />

(0.109)<br />

0.999<br />

Main St.<br />

(0.024)<br />

Potholes<br />

0.998<br />

Secondary St.<br />

(0.043)<br />

0.996<br />

Main St.<br />

(0.058)<br />

Depression<br />

Weathering<br />

and Raveling<br />

1<br />

1<br />

0.998<br />

(0.037)<br />

0.971<br />

(0.153)<br />

0.994<br />

(0.072)<br />

Potholes<br />

1<br />

1<br />

0.999<br />

(0.034)<br />

Secondary St. N/A N/A N/A<br />

Depression<br />

1<br />

N/A<br />

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percent distress density<br />

90<br />

80<br />

70<br />

60<br />

50<br />

40<br />

30<br />

20<br />

10<br />

0<br />

cracks<br />

weathering<br />

depression<br />

potholes<br />

0 2 4<br />

Time (Years)<br />

Figure 1. <strong>Distress</strong> propagation behavior on main streets<br />

percent distress density<br />

80<br />

70<br />

60<br />

50<br />

40<br />

30<br />

20<br />

10<br />

0<br />

cracks<br />

w eathering<br />

potholes<br />

0 4 6<br />

Time (Years)<br />

Figure 2. <strong>Distress</strong> propagation behavior on secondary streets<br />

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