Hi there,
Along with the plates is a loading arrangement comprising of a jack with a reaction frame. Jack is attached with a proving ring to note down the loading. As a standard there are 4 dial gauges to be attached along the periphery of the plates to note down the vertical deflection of the plates.
To note down the deflection correctly, dial gauges are attached to a datum frame, which is kept at far distance from the loading area so as to be free from any disturbances to the reading.
In short here is the list of important apparatus to be used in this test:
Modulus of subgrade reaction is given by K = p (Kg/cm^2)/0.125(cm)
- Aim : To perform the Plate Load Test(PLT) on an in situ soil sample, and to find out the deformation modulus.
- Theory:
- Apparatus:
Along with the plates is a loading arrangement comprising of a jack with a reaction frame. Jack is attached with a proving ring to note down the loading. As a standard there are 4 dial gauges to be attached along the periphery of the plates to note down the vertical deflection of the plates.
To note down the deflection correctly, dial gauges are attached to a datum frame, which is kept at far distance from the loading area so as to be free from any disturbances to the reading.
In short here is the list of important apparatus to be used in this test:
- Rigid Steel plates of standard sizes(75 cm, 60 cm, 45 cm and 30 cm.)
- Jack with a reaction frame and a proving ring.
- 4 Dial gauges to note down the deflection.
- Procedure:
- The testing area is properly leveled and prepared for the testing. Plate of size 75 cm is kept at the lowest level and then for equal distribution of the load, subsequent plates are kept over it.
- First a seating load of 0.07 kg/cm^2 is applied and then released.
- Then loading is applied at a such a rate so as to cause a vertical deflection of 0.25 mm.
- Once the deflection is reached up to 0.25 mm, loading is again increased to cause another 0.25 mm deflection.
- The loads are noted down correctly and are increased at same rate until a total of 0.175 cm deflection is reached.
- Calculations:
Modulus of subgrade reaction is given by K = p (Kg/cm^2)/0.125(cm)
here, K = modulus of subgrade reaction
p = Load/pressure in kg/cm^2 required for a deflection of 0.125 cm.
0.125 cm is the deflection at which the load is noted.
p = Load/pressure in kg/cm^2 required for a deflection of 0.125 cm.
0.125 cm is the deflection at which the load is noted.
- Result: the modulus of subgrade reaction is = ...
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