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CALIFORNIA BEARING RATIO TEST
By :- ABHIK BORTHAKUR
NITESH KHOKER
ANJALI MEENA
NAGENDRA MALAPATI
1
CALIFORNIA BEARING RATIO (CBR) :-
 The ratio of the force per unit area required to
penetrate a soil mass with standard penetration
plunger at a uniform rate of 1.25 mm/min., to the
corresponding penetration load of the standard
material or crushed stone is called CBR.
CBR (%) = Test load x 100
Penetration load (standard material)
2
SIGNIFICANCE :-
 It is generally used to classify & evaluate the soil
subgrade & base coarse materials for the flexible
pavement.
 This test is empirical & the results cannot be
accurately related with any fundamental properties
of the material.
3
4
PROCEDURE :-
 Take 4.5-5 kg of soil & mix it thoroughly with
required quantity of water (OMC) or field moisture
content.
 The spacer disc is placed at the bottom of the
mould over the base plate & a coarse filter paper is
placed over the spacer disc.
 The moist soil is to be compacted over this in the
mould by adopting either IS light or heavy
compaction.
5
 After compacting the last layer, the collar is
removed & the excess of soil above the top of the
mould is evenly trimmed off.
 The clamps are removed & the mould with the
compacted soil is lifted, leaving below the base
plate & spacer disc is removed.
 A filter paper is placed on the base plate, the mould
with compacted soil is inverted & placed over the
base plate& clamps are tightened.
 Weight of 2.5-5 kg are placed over the soil in the
mould. Then the whole mould is placed in the water
tank to allow soaking for 4 days.
6
 A swelling measuring device are placed on the top
edge of the mould & the spindle of the dial gauge is
placed touching the top of the sample.
 Initial dial gauge reading are recorded & the test
sample is kept undisturbed in the water tank.
 After 4 days of soaking, the mould is clamped over
the base plate & the same surcharge weights are
placed on the specimen as the test could be
conducted.
 The complete assembly is placed under the loading
machine. 7
 Penetration plunger is brought in contact with the
top surface of the soil by applying 4 kg of load.
 The dial gauge of proving ring & the penetration dial
gauge is set on 0.
 The load is applied through penetration rate of 1.25
mm/min.
 The load readings are taken at 0.0, 0.5, 1.0, 1.5,
2.0, 2.5, 3.0, 4.0, 5.0, 7.5, 10.0, 12.5 mm of
penetration.
8
 The max. load value & the corresponding
penetration value are recorded.
 A graph is plotted by penetration (mm) on x-axis &
load (kN) on y-axis & the value of load at
penetration 2.5 & 5.5 mm are found from the graph.
9
10
 Finally, the CBR value is calculated from the
formulae.
 As per IRC recommendation the min. value of CBR
required for a subgrade should be 8%.
11
 OBSERVATION TABLE:
 Following are the observed values of loading in kg
against penetration values in mm on a sample
Sr.no. Penetration Load(kg) Sr.no
.
Penetrati
on
Load(kg)
1. 0.0 7. 3.0
2. 0.5 8. 4.0
3. 1.0 9. 5.0
4. 1.5 10. 7.5
5. 2.0 11. 10.0
6. 2.5 12. 12.5
OBSERVATIONS
 Area of Plunger, 𝐴 = 𝜋𝑟2
= 3.14x2.5²(d=5cm)
=19.625 cm²
 Pressure at 2.5 mm Penetration =
 Pressure at 5.0 mm penetration =
 Standard pressure for 2.5 mm penetration=
 Standard pressure for 5.0 mm penetration=
 C.B.R. At 2.5 mm =
 C.B.R. At 5.0 mm =
 Volume of mould : 2244 cm³
 Rate of loading : 1.25 mm/ min.
 CBR = Load carried by specimen x100
Load carried by std. crushed stone specimen
 Volume of mould : 2244 cm³
 Rate of loading : 1.25 mm/ min.
 CBR = Load carried by specimen x100
Load carried by std. crushed stone specimen
PENETRATION RESULT
◮ A load penetration curve of load against
penetration is then plotted with load in ordinate
axis and penetration in abscissa axis
◮ the loads corresponding to 2.5 and 5.0mm
penetration values are noted.
◮ Sometimes a curve with initial upward concave
may also be obtained due to surface CBR%
irregularities and in this case a correction is to be
done.
◮ A tangent is drawn at a point of greatest slope.
◮ The point where this tangent meets penetration
axis is the corrected zero reading of penetration.
17
18

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CBR TEST

  • 1. CALIFORNIA BEARING RATIO TEST By :- ABHIK BORTHAKUR NITESH KHOKER ANJALI MEENA NAGENDRA MALAPATI 1
  • 2. CALIFORNIA BEARING RATIO (CBR) :-  The ratio of the force per unit area required to penetrate a soil mass with standard penetration plunger at a uniform rate of 1.25 mm/min., to the corresponding penetration load of the standard material or crushed stone is called CBR. CBR (%) = Test load x 100 Penetration load (standard material) 2
  • 3. SIGNIFICANCE :-  It is generally used to classify & evaluate the soil subgrade & base coarse materials for the flexible pavement.  This test is empirical & the results cannot be accurately related with any fundamental properties of the material. 3
  • 4. 4
  • 5. PROCEDURE :-  Take 4.5-5 kg of soil & mix it thoroughly with required quantity of water (OMC) or field moisture content.  The spacer disc is placed at the bottom of the mould over the base plate & a coarse filter paper is placed over the spacer disc.  The moist soil is to be compacted over this in the mould by adopting either IS light or heavy compaction. 5
  • 6.  After compacting the last layer, the collar is removed & the excess of soil above the top of the mould is evenly trimmed off.  The clamps are removed & the mould with the compacted soil is lifted, leaving below the base plate & spacer disc is removed.  A filter paper is placed on the base plate, the mould with compacted soil is inverted & placed over the base plate& clamps are tightened.  Weight of 2.5-5 kg are placed over the soil in the mould. Then the whole mould is placed in the water tank to allow soaking for 4 days. 6
  • 7.  A swelling measuring device are placed on the top edge of the mould & the spindle of the dial gauge is placed touching the top of the sample.  Initial dial gauge reading are recorded & the test sample is kept undisturbed in the water tank.  After 4 days of soaking, the mould is clamped over the base plate & the same surcharge weights are placed on the specimen as the test could be conducted.  The complete assembly is placed under the loading machine. 7
  • 8.  Penetration plunger is brought in contact with the top surface of the soil by applying 4 kg of load.  The dial gauge of proving ring & the penetration dial gauge is set on 0.  The load is applied through penetration rate of 1.25 mm/min.  The load readings are taken at 0.0, 0.5, 1.0, 1.5, 2.0, 2.5, 3.0, 4.0, 5.0, 7.5, 10.0, 12.5 mm of penetration. 8
  • 9.  The max. load value & the corresponding penetration value are recorded.  A graph is plotted by penetration (mm) on x-axis & load (kN) on y-axis & the value of load at penetration 2.5 & 5.5 mm are found from the graph. 9
  • 10. 10
  • 11.  Finally, the CBR value is calculated from the formulae.  As per IRC recommendation the min. value of CBR required for a subgrade should be 8%. 11
  • 12.  OBSERVATION TABLE:  Following are the observed values of loading in kg against penetration values in mm on a sample Sr.no. Penetration Load(kg) Sr.no . Penetrati on Load(kg) 1. 0.0 7. 3.0 2. 0.5 8. 4.0 3. 1.0 9. 5.0 4. 1.5 10. 7.5 5. 2.0 11. 10.0 6. 2.5 12. 12.5
  • 13. OBSERVATIONS  Area of Plunger, 𝐴 = 𝜋𝑟2 = 3.14x2.5²(d=5cm) =19.625 cm²  Pressure at 2.5 mm Penetration =  Pressure at 5.0 mm penetration =  Standard pressure for 2.5 mm penetration=  Standard pressure for 5.0 mm penetration=  C.B.R. At 2.5 mm =  C.B.R. At 5.0 mm =
  • 14.  Volume of mould : 2244 cm³  Rate of loading : 1.25 mm/ min.  CBR = Load carried by specimen x100 Load carried by std. crushed stone specimen
  • 15.  Volume of mould : 2244 cm³  Rate of loading : 1.25 mm/ min.  CBR = Load carried by specimen x100 Load carried by std. crushed stone specimen
  • 16. PENETRATION RESULT ◮ A load penetration curve of load against penetration is then plotted with load in ordinate axis and penetration in abscissa axis ◮ the loads corresponding to 2.5 and 5.0mm penetration values are noted. ◮ Sometimes a curve with initial upward concave may also be obtained due to surface CBR% irregularities and in this case a correction is to be done. ◮ A tangent is drawn at a point of greatest slope. ◮ The point where this tangent meets penetration axis is the corrected zero reading of penetration.
  • 17. 17
  • 18. 18