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Tuchschmid-WALM® Têtes de poinçonnement - Debrunner Acifer

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E x e m p l e <strong>de</strong> calc ul<br />

6.1.5 N omogra mme Tu c hsc hmid - W A LM ®<br />

A ulie u d u calc ul m a nue l, la v é rification p e ut s e f a ire àl’a i<strong>de</strong> d unomogr a mme Tu c hsc hmid -<br />

W A LM ® . I lpe rme tleca lc ul r a pi<strong>de</strong> e tun e pré s e nta tion c la ire <strong>de</strong> sva le urs rech e r c h ées.<br />

A umoins trois <strong>de</strong>s qu a tre p a r a mètre s(r é sista n ce a upoinç onn e m e nt V Rd, h a ute ur sta tique d,<br />

e spacem e nt <strong>de</strong>s c olonne sl,Ta ux d ’a rma ture ρ ) d oive nt a voir é t éestimé sou dét e rminé s a v a nt<br />

d ’utilis e rle nomogra mme . T ous le snomogra mme ss’a ppliqu e nt pour k D m a x =1e tkfs =1.<br />

D a ns l’e x e mpleci-<strong>de</strong>ssous, le nomogr a mme Tu c hsc hmid - W A LM ® utilisé doit c orre spond r eà:<br />

• C olonne inté rie ure type I-4-320<br />

• B é ton C 25/30<br />

Tau x<br />

d ' a r m a tur e [ % ]<br />

d [ mm]<br />

0.4<br />

0.5<br />

0.6<br />

0.7<br />

0.8<br />

0.9<br />

1.0<br />

1.1<br />

1.2<br />

1.3<br />

1.4<br />

1.5<br />

1.6<br />

1.7<br />

160<br />

180<br />

200<br />

220<br />

240<br />

260<br />

280<br />

300<br />

320<br />

340<br />

360<br />

380<br />

400<br />

420<br />

440<br />

460<br />

480<br />

500<br />

520<br />

540<br />

560<br />

580<br />

600<br />

6 m<br />

8 m<br />

1 0 m<br />

1 2 m<br />

1 4 m<br />

1 6 m<br />

4 m<br />

in t e r p o le r la v a le u r !<br />

E s p a c e m e n t <strong>de</strong>s c o l o nne s 4 m-1 6 m<br />

D o c ume nta tion TUC HSC HMID - W A LM ® (se pte m b r e 2007) 23<br />

5 0 0 k N<br />

I llustra tion 18–E xtra it d unomogr a mme Tu c hsc hmid - W A LM ®<br />

7 5 0 k N<br />

1 0 0 0 k N<br />

1 2 5 0 k N<br />

1 5 0 0 k N<br />

1 7 5 0 k N<br />

2 0 0 0 k N<br />

2 2 5 0 k N<br />

2 5 0 0 k N<br />

3 0 0 0 k N<br />

3 5 0 0 k N<br />

4 0 0 0 k N<br />

4 5 0 0 k N<br />

5 0 0 0 k N<br />

5 5 0 0 k N<br />

6 0 0 0 k N<br />

7 0 0 0 k N<br />

8 0 0 0 k N<br />

9 0 0 0 k N<br />

1 0 0 0 0 k N<br />

V R d [ k N ]<br />

E n e ntra nt le sva le urs d onn ées Taux d ’a rma tur e, e spacem e nt <strong>de</strong>s c olonne s e tha ute ur sta tique,<br />

on trouve un point d ’inte rsection situé sur lacour be e ntre VRd =1750 k Net V Rd =2000 kN . E n<br />

inte rpola nt, on trouve la v a le ur V Rd =1875 kN .<br />

Vérification: V d = 1 730 k N < V R d = 1 8 7 5 k N<br />

⇒ La v é rification e st r é ussie !

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