An Existing 2-lane highway pavement serviceability index 4.2 comprising of 4 inch asphalt concrete surface (Mr=400000 psi) plus 11 inch granular base (CBR=55%) resting on a subgrade (CBR=6%), the current AADT is (2000 vpd) with aannual growth rate of 5%. Truck percent is 20% and truck factor is 0.8. Find the anticipated life time of the pavement to reach terminal serviceability index of 2.2. Take R= 80%, So = 0.4 and M2=1
Using the emprical equation of the 1993 AASHTO Flexible Pavement Structural Design,
W18 | equals | predicted number of 80 kN (18,000 lb.) ESALs | |
ZR | equals | standard normal deviate | |
So | equals | combined standard error of the traffic prediction and performance prediction | |
SN | equals | Structural Number (an index that is indicative of the total pavement thickness required) | |
equals | a1D1 + a2D2m2 + a3D3m3+…ai = ithlayer coefficientDi = ithlayer thickness (inches)mi = ith layer drainage coefficient | ||
ΔPSI | equals | difference between the initial design serviceability index, po, and the design terminal serviceability index, pt | |
MR | equals | subgrade resilient modulus (in psi) |
using the equation we can get our desired value as 7.8 years.
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