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Kennedy Arkaden - IT in Civil Engineering. Aalborg University ...

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D.4. MINIMUMSKRAV<br />

til<br />

τRd ≥ τsd<br />

<br />

<br />

As<br />

2 · 0,25 · 0,9 + 0,9 ·<br />

· 384,6<br />

1,206 · 106 As = −557mm 2<br />

≥ 0,28<br />

Dvs. at der ikke er behov for forskydn<strong>in</strong>gsarmer<strong>in</strong>g i fugen, dog er der et m<strong>in</strong>imumskrav til<br />

armer<strong>in</strong>gen, hvilket undersøges i afsnit D.4. Ydermere opfyldes uligheden i formel D.1, idet<br />

armer<strong>in</strong>gsarealet er nul, og derved bliver τRd lig 0,44MPa.<br />

τRd ≤ 0,5 · 0,58 · 13,8<br />

0,44MPa ≤ 3,99MPa<br />

Dvs. den benyttede formel D.1 er gyldig og derved har den lodrette vægfuge tilstrækkelig<br />

forskydn<strong>in</strong>gsbæreevne.<br />

D.4 M<strong>in</strong>imumskrav<br />

M<strong>in</strong>imumskravet til armer<strong>in</strong>gsarealet iht. DS 411/Ret.1:2002 bestemmes ud fra formel D.2.<br />

[DS 411, 1999]<br />

til<br />

ρ ≥ 0,02 · fcd − σnd<br />

fyd · s<strong>in</strong>α<br />

1,206 · 106 = 0,02 · 13,8 − 0<br />

A j<br />

A j = 864mm 2<br />

384,6 · s<strong>in</strong>90<br />

Dette armer<strong>in</strong>gsareal svarer til 4 stk. Ø12 U-bøjler (2-snit).<br />

(D.2)<br />

67

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