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EUROCODE 2 WORKED EXAMPLES - Federbeton

EUROCODE 2 WORKED EXAMPLES - Federbeton

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EC2 – worked examples 6-58<br />

Table of Content<br />

Slab ultimate limit state<br />

Verification at ULS has been performed adopting the sandwich model for shell elements.<br />

The internal actions in a shell element at ULS are sketched in Fig. 6.49.<br />

Fig. 649 Internal actions at ULS in a shell elements<br />

Let us consider in this section only four elements on the whole (see Fig.6.32). The<br />

external actions are derived from FEM model using the load step for trains which leads to<br />

the maximum values and combining the results according to the relevant combination<br />

formula. For the investigated elements, turns out (on brackets the notation of Fig. 6.49):<br />

Table 6.11<br />

Elem. h n Sd,y n Sd,x n Sd,xy m Sd,y m Sd,x m Sd,xy v Sd,y v Sd,x<br />

( n 22 ) ( n 33 ) ( n 23 ) ( m 22 ) ( m 33 ) ( m 23 ) ( v 13 ) ( v 12 )<br />

[m] [kN/m] [kN/m] [kN/m] [kNm/m] [kNm/m] [kNm/m] [kN/m] [kN/m]<br />

648 1.5 -1779 -9096 5 -239 470 -14 -6 -5<br />

93 0.963 -5746 -4610 -63 499 -671 -75 89 -150<br />

320 1.5 -2130 -5922 10 38 3241 -13 20 47<br />

589 1.5 -3865 -7748 -54 -1950 -4274 -41 -1124 -1095<br />

As first step, one may design the inner layer checking if specific shear reinforcement is<br />

required or not. In fact, it is possible to calculate the principal shear vo 2 = vx 2 + vy 2 , on the<br />

principal shear direction ϕo (such that tan ϕ 0 = v v<br />

y x ), and to check that it turn out:<br />

v

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