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EUROCODE 2 WORKED EXAMPLES - Federbeton

EUROCODE 2 WORKED EXAMPLES - Federbeton

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EC2 – worked examples 6-44<br />

single column fixed at the base and free at his top, so that the relevant Kx/y stiffness is<br />

valuable as:<br />

EI<br />

Kx/y<br />

=<br />

H<br />

3 3<br />

where E is the Young modulus, I the inertia and H the height of the column. For the<br />

vertical direction, the intrinsic stiffness of pot-bearing is assumed, considering the<br />

substructure vertical behaviour as rigid.<br />

For the sake of simplicity the calculus of the relevant stiffness is omitted and the final<br />

values of the spring constants are reported in table 6.6 .<br />

Location<br />

Kx,tot<br />

10<br />

Ky,tot Kz,tot<br />

6 kN/m 10 6 kN/m 10 6 �<br />

�<br />

�<br />

kN/m<br />

Abutment A 9.55 178.80 10.02<br />

Pier P1 4.74 11.61<br />

Pier P2 2.66 11.61<br />

Abutment B 2.78 10.02<br />

Table 6.6 Stiffness for restraining elements<br />

It can be noticed that the previous values are referred to the overall stiffness of the<br />

restraint, thus the elastic constant of any individual spring element may be obtained<br />

dividing the K values of table 6.6 by the number of element representing the restraint or<br />

the supports.<br />

Prestressing forces<br />

Two orders of prestressing tendons are arranged (in longitudinal and transverse directions)<br />

in order to avoid any tensile stress in concrete at service (required by railway code). The<br />

initial tensile stress of tendon is:<br />

σpo,max = 0.85 fp 0.1k = 0.85 × 1600 = 1360 MPa.<br />

The number of tendons is 39 for the longitudinal direction and 64 for the transverse one.<br />

Each tendon is built up with 19 strands φ 0.6” having an area of 1.39 cm 2 . Fig. 6.35 reports<br />

tendon’s layout for half deck, being symmetrically disposed.<br />

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