asphalts2012_05

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PERFORMANCE RELATED SPECIFICATION FOR HMA CONSTRUCTION Mohamed El-Basyouny, Ph.D.

Kuwait Asphalt Conference December 2012


Content 

Background

Objectives

General Approach

Conclusions


Background ď Ź

HMA Construction QC/QA: 1. Aggregate Gradation 2. Relative Compaction 3. Volumetric Properties: air voids and bitumen content

4. No Bonus for better quality 5. Penalty for delay but not for quality 6. No information of how the pavement will perform over time.


Background 

What is Pavement Performance? • It is how pavement respond to the traffic loads over time.

• It is reflected by the amount of distresses • Now, there is Mechanistic-Empirical models to predict Pavement Performance such as Rutting and fatigue cracking.


Objectives ď Ź

Develop a Performance related specification for HMA construction that: 1. Predict Pavement performance and relate this to construction Quality 2. Include a Pay Factor (Bonus / Penalty) for quality


General Approach ď Ź

To develop a performance related specification the following is needed: 1. Consider the Climatic effect 2. Consider Traffic 3. HMA material properties 4. Use of the developed pavement distress prediction models 5. Relate pavement distress to pavement life


General Approach 6. Conduct this on the design mix as well as the as-built mix 7. Compare the design and the as-built (for daily production) 8. Estimate Pay factor (penalty/ bonus) for each lot.

9. Pay Factor is defined by the agency. 10.The initial roughness can be included.


General Approach 1. Climate effect through Effective temperature concept 

For Rutting

Teff  14.62  3.361Ln( f eff )  10.940( z )  1.121( MAAT )  1.718(sMMAT )  0.431(Wind )  0.333( Sunshine)  0.08( Rain ) 

Teff

= effective temperature, oF

feff

= effective frequency

z = Critical Depth, inch

MAAT = mean annual air temperature, oF

sMMAT = standard deviation of the mean monthly air temperature within a

Sunshine = mean annual sunshine, %

Wind

Rainfall = mean cumulative rainfall depth, inches

given year, oF

= mean annual wind speed, mph Elbasyouny, Witczak, and Jeong, 2009


General Approach 2. Traffic can be considered through the Equivalent Single Axle Loads (ESAL)

3. Material Properties: Use of fundamental properties such as the Dynamic modulus of HMA, testing or predictive models Witczak, 1998 Log E *eff  1.249937  0.029232  p 200  0.001767  p 200 2  0.002841 p 4  0.058097  Va  0.8022  

Vb eff Vb eff  Va 

3.87197  0.0021  p 4  0.003958  p 38  0.000017  p 38 2  0.00547  p 34 1 e

0.6033130.31335logf eff 0.393532logTeff 


General Approach

4. Pavement Distress Prediction and relate it to pavement life

N  k1 (ď Ľ ) ( E ) k2

k3

This model need to be developed for local conditions.


General Approach

Cumulative Frequency Distribution, CFD

5. Compare design to as-built – Statistical Analysis can be used 100 Bad Mix

Design Mix - Years

+ Years

Good Mix

50

0 Design life (Years) (Target) Years

(increasing)


General Approach 6. Pay Factor


General Approach 7. Initial Roughness to be included to the Pay Factor

NCHRP report 704, 2011


Conclusions 

Relate pavement construction to pavement performance.

Encourage contractor for better quality

Have more fundamental analysis of HMA mixtures

Consider Initial roughness



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