Flexible Pavement Design | California Bearing Ratio Method with IRC Recommendations
Flexible pavements have negligible or low flexural strength. They are flexible under the action of loads. There are several empirical, semi-empirical, and theoretical methods to design a flexible pavement. In this blog, some of the important methods for designing a flexible pavement are explained.
Before we get into flexible pavement design, it is important to get familiarised with various aspects of flexible pavement. As said, the flexible pavement has little to no flexural strength, and they showcase flexible structural action under the action of loads. If the lower layer of the flexible pavement is undulated, it is reflected back to the surface layer as deformations.
Flexible Pavement Layers
Typically, flexible pavement consists of four layers as listed below.
Load Transfer in a Flexible Pavement
The flexible pavement transfers the vertical compressive vehicular road by grain to grain transfer through the points of contact to its lower layers.
The compressive stress is maximum on the surface and is equal to the contact pressure under the wheel. As we go down to the next layers, the stress is spread out in the shape of a truncated cone and hence the lower layers have to withstand only lesser stresses.
Because of this ability to spread out and lower the stresses, only the surface course should be made of high-quality material to withstand high compressive stress and wear & tear by vehicular traffic. The lower layers can be made using lower quality materials as they need to withstand lesser stresses only and there is no vehicular motion.
Bituminous concrete is one of the best flexible pavement materials. Other materials like crushed aggregates, gravel, soil-aggregate mixture, etc. are used in other layers of flexible pavement.
Flexible Pavement Design
Below given is the list of methods available for designing a flexible pavement.
California bearing ration method (CBR)
Group index method
Triaxial test method
Mr. Burmester method
Out of these, empirical methods are the most commonly used methods for designing a flexible pavement.
Group Index Method
A group index is an arbitrary value assigned to soil types based on percent fines, liquid limit, and plasticity index. The GI value is given as,
GI = 0.2a + 0.005ac + 0.01bd
a - that portion of material passing 0.074mm sieve, greater than 35 and not exceeding 75 percent (expressed as whole number 0 to 40)
b - that portion of material passing 0.074mm sieve greater than 15 and not exceeding 35 percent (expressed as whole number 0 to 40)
c - that value of liquid limit in excess of 40 and less than 60 (expressed as whole number 0 to 20)
d - that value of plasticity index exceeding 10 and not more than 30 (expressed as a whole number from 0 to 20)
GI values of soil vary from 0 to 20. The higher the GI value, the weaker is the soil, and for a given traffic load, the greater the pavement thickness required.
GI value of the soil is found
Vehicular traffic is g=found and grouped as shown below
The total thickness of pavement (surface, base, and sub-base) is found using the group index chart corresponding to the GI value
California Bearing Ratio Method
California Bearing Ratio Test (CBR Test)
Before getting into the details of CBR design it is important to know about the CBR test. The procedure followed in a CBR test is shown below.
The diameter of the CBR mould is 150 mm with a height of 130mm
The specimen of soil subgrade is placed in the mould and a plunger of 50mm diameter is kept on the top surface. It is allowed to penetrate into the specimen
The rate of penetration is 1.25mm per minute
Load is applied for the plunger to penetrate and the load at which penetration is 2.5mm is noted
Further load is applied to reach a penetration of 5mm and the load causing this penetration is noted
The specimen is removed and a standard broken aggregate is filled in the mould
Procedure 4 to 5 is repeated for this standard aggregate and corresponding values are noted.
The standard pressure required for 2.5mm & 5mm penetration for standard aggregate is 70 kg/cm^2 and 105 kg/cm^2 respectively.
The ratio between load or pressure sustained by the specimen at 2.5 mm penetration and load or pressure sustained by the standard aggregate at 2.5 mm penetration is found.
Similarly, the ratio between load or pressure sustained by the specimen at 5 mm penetration and load or pressure sustained by the standard aggregate at 5 mm penetration is found.
The greater of these two ratios is taken as the CBR value of the soil subgrade specimen. Generally, the ratio based on 2.5 mm penetration is higher and is taken as the CBR value.
CBR Method Concept
This method is based on design charts that are prepared by the California state highway department after performing extensive CBR tests on existing highways. The basis of the design chart is that a material with a given CBR required a certain thickness of pavement layer as cover for a given vehicular load.
Pavement Thickness Determination by CBR method
First, the soaked CBR value of the soil subgrade is found
An appropriate design curve is chosen by considering the design wheel load
From the chart, for the chosen design curve, the total thickness of pavement required to cover the soil subgrade can be found
To know the thickness of the sub-base course, CBR of the sub-base course is found and by using the same design curve, the total thickness of the pavement required above the sub-base is found. The thickness of the sub-base could be found as the difference between the total pavement thickness and thickness of pavement required above the sub-base.
Similarly, the thickness of all the layers of flexible pavement could be found