received on 21st kenlayer for highway pavement and … · ... innovated trend of the mechanistic...
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ENGINEERING SCIENCE AND TECHNOLOGY INTERNATIONAL RESEARCH JOURNAL, VOL.1, NO.3, SEP, 2017
Corresponding author Email address: [email protected]
Jam Shahzaib Khan1, Tauha Hussain Ali
2, Arshad Ali Memon
3, Salim Khoso
4, Manthar Ali Keerio
5 and
Samiullah Sohu6
1,4,5,6Department of Civil Engineering Quaid-e-Awam University College of Engineering Sciences and Technology,
Larkana 2,3
Department of Civil Engineering, MUET, Jamshoro
Keywords: KENLAYER, GAMES, Elastic Analysis, Deflection, Model
1. Introduction
he rapid growth in the transport system of the world
has enhanced the acceleration in the research and
development of the sustainable transport system, which
also introduced and familiarized many tools to design a
pavement within very quick time and analyze the physical
response with impact on the design life of the pavement
[1]. It is also illustrated that it results in optimizing the
impacts analysis of the pavements such as loads, and
material properties, which physically impacts at every
stage of the pavement performance. For such type of
findings, many classical methodologies involve in-situ and
laboratory tests, with significant time and cost
consumption.
In this modern world of technology, the new emerging
trend has revolutionized and introduced simple procedures
for obtaining same the result without such type of
traditional classical methods [2]. Using the modeling and
simulation of pavements behavior specialized computer
programs, which results can be verified experimentally for
the calibration of models and for their validation [3].
2. Research Flow In the previous years, pavement design has been done
through traditional methods of analysis, which typically
treats wheel loads as static and use unreasonable boundary
conditions these analyses create impracticable results [4].
By broadening pavement design and analysis to the
computer programs (GAMES and KENLAYER) implicates
more realistic approach and results to allow further
analysis of the pavement [5].
2.1 Aim and Objectives
The aim of this analysis is to figure out the major
difference in their results and to analyze their limitations,
and output of these programs. Following are the objectives
of this research:
To illustrate the input procedure of the GAMES
and KENLAYER programs.
To analyze and compare the results of both
software.
To estimate design traffic load application from
both program and access design application.
2.2 Scope of the research
Following the objectives, this research illustrates the input
procedure of the GAMES and KENLAYER programs and
review limitations of the two pavement analysis programs
in designing pavement. Also compare the results of both
programs their design, and analysis capabilities. Then
compare these two types of programs and their
applications. The scope of this project is to estimate design
traffic load application (ESAL) [1].
2.3 KENLAYER Computer Program
T
Modeling Analysis of GAMES and
KENLAYER for Highway Pavement and
Management
Abstract: Innovated trend of the mechanistic approach of flexible pavement design is used to explore the design life of the
pavements. The mechanistic approach defines the phenomena by identifying the physical causes. The research explores and
examines the comparison of General Analysis of Multi-layered Elastic Systems (GAMES) and KENLAYER Layered Elastic
Analysis Computer Programs for asphalt highway pavement analysis and design. The programs are identical to analyze any flexible
pavement; the GAMES program has an ability to model multiple pavement layers and loads with layer interface slip and higher
accuracy near to the surface of the flexible pavement, whereas, KENLAYER program is used to identify the responses of the
pavement. Research evaluated the capabilities of both traditional pavement structural response programs. Data used in both
computer programs GAMES and KENLAYER produced the same results of deflection and showed that placing the different
vertical coordinates of points in KENLAYER programs does not show zero stresses and deflection at any point. Therefore, both the
programs are vital sources to analyze any flexible pavement. However, KENLAYER program has an ability to determine vertical
stresses under one point but at different vertical coordinates which will be helpful in understanding from top to bottom multilayered
elastic pavement. This research also estimated design traffic load applications from both the programs and access design application
(ESAL) for the future research.
ISSN (e) 2520-7393
ISSN (p) 2521-5027
Received on 21st Aug, 2017
Revised on 22nd Sept, 2017
www.estirj.com
J.SHAHZAIB.KHAN et.al: MODELING ANALYSIS OF GAMES AND KENLAYER FOR HIGHWAY PAVEMENT……..
Copyright ©2017 ESTIRJ-VOL.1, NO.3 (28-32)
The computer program KENLAYER is applied to the
flexible pavements having no joints or rigid layers in it.
The KENLAYER program works under the circular loaded
area of an elastic multilayer system. It has an ability to be
applied to a layered system under single, dual, dual-
tandem, or dual tridem wheels with different layer
optimizing different behaviors, either linear, nonlinear or
visco-elastic behavior [6]. In this KENLAYER program,
the damage analysis can be made by dividing each layer
into a maximum of 12 periods, having a set of material
properties. These damages are caused by fatigue, cracking,
and permanent deformation in each period and then for the
evaluation of the design life all the periods are summed up
[6] [7].
The application of the KENLAYER programs is:
Applied to 19 layers.
Output at 10 different radial coordinates.
19 different vertical coordinates.
Solutions can be obtained at a total of 25 points
by specifying the x and y coordinates of each
point.
Creep compliance at a maximum of 15-time
durations.
Maximum of 12 periods.
Each with a maximum of 12 loads groups.
Although a large number of input parameters appears
overwhelming and default values are provided to many of
them, so only a limited number of inputs will be required.
2.4 GAMES Computer program
GAMES (General Analysis of Multi-layered Elastic
Systems), is the computer program which has been
developed based on the assumption that the pavements are
modeled as multi-layered elastic systems. In this program,
vertical loads and horizontal loads are assumed, which are
wheel loads and brakes loads acting on the surface of the
pavement. In the form of shear spring, GAMES program
allows interface slip. The principle of superposition is
being utilized in this program by summing both the
vertical as well as the horizontal loads. GAMES program
is capable of computing stresses, strains, and deflections at
any point in the pavement system. The GAMES program
has a viability of accommodating currently a maximum of
100 loads, 100 pavements layers, and 1000 points of
interest [6].
In the pavement, design traffic is considered to be the
foremost element. The traffic consideration includes both
the magnitude of the loading and number of the load
repetitions in which different types of the procedures occur
such as:
Fixed traffic
Fixed vehicles
Variable traffic
Variable vehicle
These four procedures categorized on the design
criteria of the pavement, where it is designed according to
the need and accumulative usage of the surroundings [7].
3. Methodology
3.1 Model Development
The data in this project is used from the one of the
published paper [8]. Following is the core consideration
for the data:
Thickness data are taken from Pavement Structure
model of LTPP section 28-2807, construction.
Back-calculated Young’s Modulus Results.
Traffic Volume and ESAL on the LTPP section
28-2807.
3.2 Calculations and Results:
It is usually known that Loaded area= P/p, whereas (P) is a
load on wheels and (p) is the tire pressure. As in the
research paper, there is 5,000lb wheel load and 100psi tire
pressure given. Therefore, this research assumed same
values and used in the equation:
Loaded Area = 5,000/100 = 50 (1)
Hence “50=πa^2”. Therefore, a= √50/ 3.14= 2.251 in.
which is 5.717 cm.
Table.1. Statistical data
Thickness of
layer (in)
Back-calculated
Young’s Modulus
(psi)
Assumed
Poison’s ratio
Base 5.5 9,89,800 0.35
Sub base 5.1 1,093,300 0.35
Sub grade 6.6 1,19,100 0.20
Semi-infinite
layer 28,200 0.45
The following figure shows the results from the data
analyzed through the KENLAYER program, in the above
table, vertical coordinates at three different layers are
given and the pavement is analyzed at three different
points, showing vertical displacement at three different
coordinates along with the vertical compressive stresses,
vertical compressive strains, tensile stresses and tensile
strains.
The vertical compressive stress as shown in figure 1
below and vertical compressive strain as it is given in
figure 2 below are on the top of the subgrade. These two
elastic responses are directly related to the subgrade
rutting, which might have been the most important reason
of the pavement failure. For the asphalt pavement surface
rutting, the main parameters are vertical compressive
stresses and the surface deflection, which have caused
damage to the pavement [1].
J.SHAHZAIB.KHAN et.al: MODELING ANALYSIS OF GAMES AND KENLAYER FOR HIGHWAY PAVEMENT……..
Copyright ©2017 ESTIRJ-VOL.1, NO.3 (28-32)
Figure.1. Computational Vertical displacement through KENLAYER
Figure.2. Computational Vertical Stress from KENLAYER
Tensile stresses and Tensile Strains at the bottom of
the asphalt layer are responsive results; while contribute to
fatigue cracking within the asphalt layers. These types of
the damages are caused by the heavy truck traffic load
repetitions over the pavement. “The maximum number of
the Load repetitions that an asphalt pavement carries
without cracking is called as the fatigue life” [3]
4. Results and Discussion
The below-given figure shows that the deflection found
through KENLAYER program is 0.00089 inches. Which is
more realistic damage to the pavement, the deflection
found on the edge of the tire, in this program is usually
observed through a graph that the tire load is at the edge of
the pavement. However, GAMES program has given out
of the deflection as 0.00278 inches. The GAMES program
0.00089
0.00083
0.00075
0.00065
0.0007
0.00075
0.0008
0.00085
0.0009
0.00095
5.499 10.599 17.199
Ver
tica
l D
isp
lace
men
t (i
n)
Verticle Coordinate (in)
vertical Displacement
18.71
1.8910.601
0
4
8
12
16
20
5.499 10.599 17.199
Ver
tica
l S
tres
s (i
n)
Vertical Coordinate (in)
Vertical Stress
J.SHAHZAIB.KHAN et.al: MODELING ANALYSIS OF GAMES AND KENLAYER FOR HIGHWAY PAVEMENT……..
Copyright ©2017 ESTIRJ-VOL.1, NO.3 (28-32)
has the capability to define many layers as discussed above
so it assumes less damage in comparison. However, the
difference of the results was 0.00189 inches more in
GAMES as compared to KENLAYER program and 68%
deflection value increased as a percent of GAMES results.
Figure.3. Shows Comparison of the Deflection Data
Indeed these programs have different output values due
to the fact that GAMES program analyzes pavement at the
z-axis, whereas KENLAYER program analyzes up to three
layers, in which KENLAYER analyzes all the layers and
gives an output of all three coordinates which are given to
the computer program (KENLAYER) [9].
4.1 Design Traffic Load Application
As the data are shown in the paper, the design is based
on the equivalent 18-kip (80-KN) for the count of truck
collectively that is 783,236 per year. Using this data, the
following calculations are made and section area is taken
as two lanes.
Count of truck= 783,236 per year (2)
783,236/365= 2146 per day (3)
Growth rate = 10%
Mr= 10,000 psi
Referring to the table given for the distribution of the
trucks in different classes of the United States, estimates
ESAL for 20 years using ESAL equation [7].
ESAL= (ADT)o(T)(Tf)(G)(D)(L)(365)(Y)
The growth factor found theoretically is 57.28 at 20
years, for 2 lanes gives values 50%= 0.50, the truck
percent calculated as 43%. The TF truck factor is
calculated as 0.52. By putting values if ESAL equation
theoretically.
ESAL = (2146)(0.52)(0.50)(57.28)(365) (4)
ESAL= 1.167x107 (5)
The design traffic is considered as the most important
factor in the pavement. In addition, two basic components
are considered (Traffic factor and Growth factor) the
directional lanes distribution is also considered based on
these factors. Unless the traffic loading or volume is
heavier in one direction than in the other due to some
special reason, a directional distribution of 0.5 is assumed.
The lane distribution factor varies with the number of
lanes and the ADT (Average Daily Traffic), when the
design is based on the equivalent 18-kip (80-KN) single-
axle load, the use of a truck factor is very convenient. The
method for computing truck factors based on the number
of axles, trucks weighed, number of trucks counted, and
then the AASHTO equivalent factors are illustrated.
Damage analyses by KENLAYER indicate that the
passage of set (tandem or tridem) axles may be considered
as one repetition in some cases, not in all cases, depending
on pavement thickness and subgrade support. The problem
is complex so it is best to analyze each load group, either
tandem or tridem directly instead of applying a fixed
number of repetitions.
5. Conclusion
In the design of the pavement, the major causes are
stresses, strains, and deflections within the infrastructure of
the pavements, the impacts of the physical causes are loads
and material properties of the pavement structure. Many
models have been introduced to idealize design of the
flexible pavements, the most common method which is
known as a layered elastic model. With the emerging
trends in transportation and pavement design, it is possible
to evaluate the stress and strain distribution of the
multilayered pavements within very less time and resource
utilization. The analysis of a fore mentioned comparisons
shows that the GAMES computer program model provides
vertical deflection results more than KENLAYER program
that the 68% deflection value increased as a percent of
GAMES results.
Pavement deflection data analysis in this project shows
that the modulus values have been decreased, as given
0.0000
0.0005
0.0010
0.0015
0.0020
0.0025
0.0030
KENLAYER GAMES
Def
lect
ion
(In
ches
)68% deflection value increased
as a percent of GAMES results.
0.00278 in.
0.00089 in.
J.SHAHZAIB.KHAN et.al: MODELING ANALYSIS OF GAMES AND KENLAYER FOR HIGHWAY PAVEMENT……..
Copyright ©2017 ESTIRJ-VOL.1, NO.3 (28-32)
above. This indicates the decrease in the capacity and
capability of the pavement. In fact, both the programs have
viability for the analysis and design of an asphalt
pavement. The design traffic load application also
elaborated its accumulative applicable application for the
design of traffic load, using some theoretical analysis.
However, for three-layered elastic pavement, KENLAYER
program idealizes the more realistic approach in finding
and resulting different results (output) used for Layered
elastic analysis.
References
[1] D. S. Gedafa, “Comparison of Flexible Pavement
Performance Using Kenlayer and Hdm-4,” Midwest Transp.
Consort., vol. 1, no. 785, pp. 1–14, 2006.
[2] D. K. B. Salim Khoso, Manthar Ali Keerio, Abdul Aziz
Ansari, Jam Shahzeb khan, “Effects of rice husk ash and
fiber on mechanical properties of pervious concrete
pavement,” Constr. Build. Mater., vol. 8, no. 3, pp. 1832–
1835, 2017.
[3] X. Wang, Z. Su, A. Xu, A. Zhou, and H. Zhang, “Shear
fatigue between asphalt pavement layers and its application
in design,” Constr. Build. Mater., vol. 135, pp. 297–305,
2017.
[4] P. Tian, A. Shukla, L. Nie, G. Zhan, and S. Liu,
“Characteristics relation model of asphalt pavement
performance based on factor analysis,” Int. J. Pavement Res.
Technol., 2017.
[5] J. W. Maina, E. Denneman, and M. de Beer, “Introduction
of New Road Pavement Response Modelling Software By
Means of Benchmarking,” South African Transp. Conf., no.
1951, 2008.
[6] H. Yin, “Integrating Instrumentation Data In Probabilistic
Performance Prediction Of Flexible Pavements,” 2007.
[7] Y. H. (Yang H. Huang, Pavement analysis, and design.
Pearson/Prentice Hall, 2004.
[8] Z. Jaafar, M. Ahlan, and W. Uddin, “Modeling of pavement
roughness performance using the LTPP database for
southern region in the U.S.,” in Bituminous Mixtures and
Pavements VI, CRC Press, 2015, pp. 713–722.
[9] E. F. H. W. Engr. Salim Khoso, Engr. Abdul Aziz Ansari,
Engr. Jam Shahzaib Khan, “Experimental Study on
Recycled Concrete Using dismantled Road Aggregate and
Baggase Ash,” Inst. Eng. Pakistan, vol. Vol. 63, no. 1, pp.
15–19, 2016.
About Authors
Jam Shahzaib Khan is an Assistant Professor at
Department of Civil Engineering, QUCEST Larkana. Mr.
Khan has enormous teaching and research experience in
Construction Management; Green Buildings; Sustainable
Development/Sustainability; Infrastructure Management,
and Facilities Management etc.
Prof. Dr. Tauha Hussain Ali is Professor at Department
of Civil Engineering, MUET, Jamshoro. Prof. Dr. Tauha
has tremendous research and academic experience. The
research interest includes Construction Management,
Construction Engineering, and Sustainable Infrastructure
Management. Prof. Dr. Tauha Ali has been involved in
arranging and attending national and international
conferences, seminars and symposiums throughout the
world.
Eng. Arshad Ali Memon is an Assistant Professor at
Department of Civil Engineering, MUET Jamshoro. Engr.
Arshad Ali has been researching on a wide variety of
topics including Construction Engineering, Pavements and
Structure Management etc.
Engr. Salim Khoso is an Assistant Professor at
Department of Civil Engineering, QUCEST Larkana. His
research interests are Steel Structures, Earthquake
Engineering, Cement Replacement Materials, and Fiber
Reinforced Concrete etc.
Dr. Manthar Ali Keerio is an Assistant Professor at
Department of Civil Engineering, QUCEST Larkana.
Recently Engr. Mathar has completed Ph.D. in Civil
Engineering from QUEST, Nawabshah. His research
interests are Cement Replacement Materials, Fiber
Reinforced Concrete, Polymer Modified Concrete, and
Self Compacted Concrete etc.
Engr. Samiullah Sohu is an Assistant Professor at
Department of Civil Engineering, QUCEST Larkana. His
research interests are Building Construction, Waste
Minimization in Buildings, and Construction Contracts and
Disputes etc.