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Journal of Science and Technology (JST)
Volume 2, Issue 2, February 2017, PP 14-15
www.jst.org.in
www.jst.org.in 14 | Page
Evaluation Of Crack Propagation Phenomenon In Bituminous
Mix
Bidyutprava Behera
(Department of Civil Engineering, Veer Surendra Sai University, Burla, Odisha, India)
Abstract: Crack propagation was experimentally simulated using semicircular specimen with a crack initiated
on one side. The work shows that the rate of crack propagation can be described by a power relationship
between the stiffness of the mixture and the number of cycles to failure, which is mixture and binder dependent.
Keywords - pavement, gyratory specimens, bituminous, predictive models
I. INTRODUCTION
Fatigue cracking generally occurs in the asphalt pavement due to repetition of loads, It includes two
steps one is crack initiation another is crack propagation. Once the crack initiated it grows in different direction
due to various effect. In order to take any preventive measure we need to find out what are effects that influence
the growth of crack. In this paper I have discussed how to measure the crack propagation by semicircular
bending test and how different components are affecting the propagation once it’s initiated. I have also added
lime as additive in order to see the result. Method-Gyratory specimens, 150-mm diameter, were compacted to a
height of 63.5 mm and an air void content of 4 ± 0.5%. The circular specimens were then cut along the center
diameter of the specimen yielding two semi-circular halves. Each half of the specimen was designated with the
same notch depth about 2mm that indicates the crack initiation. The virgin binder utilized has a viscosity grade
(VG) of 30. Lime was added as additives 1%, 1.5%, 2% and2.5% of the mixture by mass.
Afterward, specimens were placed under the UTM-25kN and allowed subsequently, and specimens
were set up on a three point bending test fixture to perform the test. The fixture has two cylindrical supports of
25 mm in diameter at each end, separated by a 67mm span length. The load-line displacement in the vertical
direction was record by the loading actuator. As they started to show up we noted down the load at which crack
initiated and then the maximum load up to which the failure of sample occurred. With each percentage there
were two samples so we can have two values. After getting the values we had find the average of two and the
load was determined.
II. FRACTURE LOAD PREDICTIVE MODEL
The predictive model for the fracture load (F) combining the different asphalt mixtures totaling 48
sample data points is given by the equation below and here the parameters are bitumen, lime, air void.
F= 2.820(B) +3.496(L) +2.973(AV) -12.411
The statistical goodness of fit measures of the model, namely, R2
adj was 0.8334, the statistical
measures were in the very good regime exemplifying that the model can be used to understand the total fracture
load of the different asphalt mixtures.
III. SENSITIVITY ANALYSIS OF THE PREDICTIVE EQUATIONS
The sensitivity analyses of the material parameters were performed in this study by varying one factor
within its full range while keeping all the other input variables constant. From the figures we can clearly see that
at 6.5 bitumen content and at 2.5 lime content the mixture is taking the highest possible load so they are the
optimum values.
Journal of Science and Technology
www.jst.org.in 15 | Page
IV. CONCLUSION
The main objective of this study was to evaluate crack propagation potential of different asphalt
mixtures, including different percentage of lime through a simple but rational technique using the Semi-Circular
Bending (SCB) test. The SCB test parameters obtained in this study was used to develop crack propagation
predictive models based on the various asphalt materials properties. A total of 48 samples were prepared two
sample replicates per mix type.
Using the SCB crack propagation test parameters obtained in this study, predictive models were
developed based on material properties in case of using those equations to predict crack propagation potential of
asphalt mixtures when testing is not practicable.
REFERENCES
[1] Bazin, P.; Saunier, J. “Deformability, fatigue and healing properties of asphalt mixes, International Conference on the Structural Design
of Asphalt Pavements”, Ann Arbor, University of Michigan (1967).
[2]Monismith C. and Deacon J. A. , “Fatigue of asphalt paving mixtures,” Transportation Engineering Journal, vol. 95, no. 2, pp. 317–
346,( 1969).
[3]Pell M. and Cooper K., “The effect of testing and mix variables on the fatigue performance of bituminous materials,” Proceedings of the
Association of Asphalt Paving Technologists, vol. 44, pp. 1–37, (1975).
[4]Myer p. “Transmission of seismic waves across single fractures.” Journal of Geophysical Research, 95(B6):pp8617–8638(1990). .
[5]Adamson RM, Shapiro LH, Dempsey JP. “Core-based SCB fracture of aligned first year sea ice”. J Cold Reg Eng;11(1):p30–44(1997).
[6]Chang S-H, Lee C-I, Jeon S. “Measurement of rock fracture toughness under modes I and II and mixed-mode conditions by using disc-
type specimens”. EngGeol; 66(1–2):p79–97(2002).
[7] Molenaar AAA, Scarpas A, Liu X, Erkens SMJG. “Semi-circular bending test; simple but useful”. J Assoc Asphalt Paving Technol;
71:p794–815(2002).
[8] Molenaar, J. M. M., X. Liu, and Molenaar A. A. “Resistance to crack-growth and fracture of asphalt mixture”, 6th International RILEM
Symposium on Performance Testing and Evaluation of Bituminous Materials, ISBN: 2-912143- 35-7,pp. 618 (2003).
[9]Tschegg E.K. , Jamek M., Lugmayr R ,“Fatigue crack growth in asphalt and asphalt-interfaces,” Engineering Fracture Mechanics 78
(2011) 1044–1054.
[10]Van Rompu J., Di Benedetto H., Buannic M. , Gallet T. , Ruot C. . “New fatigue test on bituminous binders: Experimental results and
modeling” Construction and Building Materials 37 P197–208(2012).

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2.evaluation of crack propagation phenomenon in bituminous mix

  • 1. Journal of Science and Technology (JST) Volume 2, Issue 2, February 2017, PP 14-15 www.jst.org.in www.jst.org.in 14 | Page Evaluation Of Crack Propagation Phenomenon In Bituminous Mix Bidyutprava Behera (Department of Civil Engineering, Veer Surendra Sai University, Burla, Odisha, India) Abstract: Crack propagation was experimentally simulated using semicircular specimen with a crack initiated on one side. The work shows that the rate of crack propagation can be described by a power relationship between the stiffness of the mixture and the number of cycles to failure, which is mixture and binder dependent. Keywords - pavement, gyratory specimens, bituminous, predictive models I. INTRODUCTION Fatigue cracking generally occurs in the asphalt pavement due to repetition of loads, It includes two steps one is crack initiation another is crack propagation. Once the crack initiated it grows in different direction due to various effect. In order to take any preventive measure we need to find out what are effects that influence the growth of crack. In this paper I have discussed how to measure the crack propagation by semicircular bending test and how different components are affecting the propagation once it’s initiated. I have also added lime as additive in order to see the result. Method-Gyratory specimens, 150-mm diameter, were compacted to a height of 63.5 mm and an air void content of 4 ± 0.5%. The circular specimens were then cut along the center diameter of the specimen yielding two semi-circular halves. Each half of the specimen was designated with the same notch depth about 2mm that indicates the crack initiation. The virgin binder utilized has a viscosity grade (VG) of 30. Lime was added as additives 1%, 1.5%, 2% and2.5% of the mixture by mass. Afterward, specimens were placed under the UTM-25kN and allowed subsequently, and specimens were set up on a three point bending test fixture to perform the test. The fixture has two cylindrical supports of 25 mm in diameter at each end, separated by a 67mm span length. The load-line displacement in the vertical direction was record by the loading actuator. As they started to show up we noted down the load at which crack initiated and then the maximum load up to which the failure of sample occurred. With each percentage there were two samples so we can have two values. After getting the values we had find the average of two and the load was determined. II. FRACTURE LOAD PREDICTIVE MODEL The predictive model for the fracture load (F) combining the different asphalt mixtures totaling 48 sample data points is given by the equation below and here the parameters are bitumen, lime, air void. F= 2.820(B) +3.496(L) +2.973(AV) -12.411 The statistical goodness of fit measures of the model, namely, R2 adj was 0.8334, the statistical measures were in the very good regime exemplifying that the model can be used to understand the total fracture load of the different asphalt mixtures. III. SENSITIVITY ANALYSIS OF THE PREDICTIVE EQUATIONS The sensitivity analyses of the material parameters were performed in this study by varying one factor within its full range while keeping all the other input variables constant. From the figures we can clearly see that at 6.5 bitumen content and at 2.5 lime content the mixture is taking the highest possible load so they are the optimum values.
  • 2. Journal of Science and Technology www.jst.org.in 15 | Page IV. CONCLUSION The main objective of this study was to evaluate crack propagation potential of different asphalt mixtures, including different percentage of lime through a simple but rational technique using the Semi-Circular Bending (SCB) test. The SCB test parameters obtained in this study was used to develop crack propagation predictive models based on the various asphalt materials properties. A total of 48 samples were prepared two sample replicates per mix type. Using the SCB crack propagation test parameters obtained in this study, predictive models were developed based on material properties in case of using those equations to predict crack propagation potential of asphalt mixtures when testing is not practicable. REFERENCES [1] Bazin, P.; Saunier, J. “Deformability, fatigue and healing properties of asphalt mixes, International Conference on the Structural Design of Asphalt Pavements”, Ann Arbor, University of Michigan (1967). [2]Monismith C. and Deacon J. A. , “Fatigue of asphalt paving mixtures,” Transportation Engineering Journal, vol. 95, no. 2, pp. 317– 346,( 1969). [3]Pell M. and Cooper K., “The effect of testing and mix variables on the fatigue performance of bituminous materials,” Proceedings of the Association of Asphalt Paving Technologists, vol. 44, pp. 1–37, (1975). [4]Myer p. “Transmission of seismic waves across single fractures.” Journal of Geophysical Research, 95(B6):pp8617–8638(1990). . [5]Adamson RM, Shapiro LH, Dempsey JP. “Core-based SCB fracture of aligned first year sea ice”. J Cold Reg Eng;11(1):p30–44(1997). [6]Chang S-H, Lee C-I, Jeon S. “Measurement of rock fracture toughness under modes I and II and mixed-mode conditions by using disc- type specimens”. EngGeol; 66(1–2):p79–97(2002). [7] Molenaar AAA, Scarpas A, Liu X, Erkens SMJG. “Semi-circular bending test; simple but useful”. J Assoc Asphalt Paving Technol; 71:p794–815(2002). [8] Molenaar, J. M. M., X. Liu, and Molenaar A. A. “Resistance to crack-growth and fracture of asphalt mixture”, 6th International RILEM Symposium on Performance Testing and Evaluation of Bituminous Materials, ISBN: 2-912143- 35-7,pp. 618 (2003). [9]Tschegg E.K. , Jamek M., Lugmayr R ,“Fatigue crack growth in asphalt and asphalt-interfaces,” Engineering Fracture Mechanics 78 (2011) 1044–1054. [10]Van Rompu J., Di Benedetto H., Buannic M. , Gallet T. , Ruot C. . “New fatigue test on bituminous binders: Experimental results and modeling” Construction and Building Materials 37 P197–208(2012).