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Input items consist of the following:
•18 input variables,
•29 input constants, and
•25 frequencies of the axle-load distribution.
Input Variables
A table with 19 input variables will be found at the Control Page, namely
1.Cement content, kg/m3
2.Water content, l/m3
3.Flexural strength, MPa
4.Slab thickness, mm
5.Subbase stiffness, MPa
6.Subbase thickness, mm
7.Stiffness E3, MPa
8.Thickness h3, mm
9.Stiffness E4, MPa
10.Thickness h4, mm
11.Stiffness E5, MPa
12.HV traffic growth, %p.a.
13.Speed of HV traffic, km/h
14.Contact pressure, MPa
15.Annual rainfall in mm
17.Joint movement, mm
18.Voids extra, m
19.Initial IRI, m/km
For each variable there are three figures representing the practical minimum, the best estimate B, and the practical maximum. The best estimate B is multiplied by factors Min q and Max q, to obtain the practical minimum and maximum values, respectively.
B is the figure around which the values of a given variable occur most frequently. The user may set any of these values according to his or her best knowledge. The user must then make sure that B is a realistic figure, that all values of q are between zero and unity, and Min q is not greater than Max q.
The minimum, best and maximum values thus entered will be used to generate random values from an individual triangular probability distribution for each input variable.
Input Constants
A table with the first 29 input constants is in the lower left section of the Control Page, namely
2.Average initial daily truck traffic (ADTT0)
9.Bond
12.Joint spacing
13.Steel diameter
14.Steel spacing
18.Cement type
21.Fibre factor
The last constant, no.30, is the time t1 to the first rehabilitation. Because of its prominence among the input items, the input box for this constant is provided separately.
Frequencies of the Axle Load Distribution
The 25 frequencies of the axle-load distribution are to be entered on the Axle Loads Page. Although the frequencies can be entered individually, they are usually entered together.
Note: Axle load is the only input variable whose probability distribution is empirical rather than triangular.