D7 2 g

(*Rownolegle Biegung in paralleler Ebene zu den Nähten:(*Typ3_

 = = $W22_$ = $gamma_$

bezogenes Trägheitsmoment:

Ired =  Ii +  ( Ibr -  Ii ) = $sumI_$ + $gamma_$($Ibr_$-$sumI_$) = $Ired_$ cm4*)

Spannungen: (*Typ3_

w = = $W15_$ = $Ww_$ = $Rdm_w_$$m_w_$ = Rdm m

f,m = = $W19_$ = $Wfm_$ = $Rdt_f_$$m_f_$ = Rdt m

f = = $W14_$ = $Wf_$ = $Rdm_f_$$m_f_$ = Rdm m*)(*Typ0_

w = = $W15_$ = $Ww_$ = $Rdm_w_$$m_w_$ = Rdm m

f,m = 0

f = = $W0_$ = $Wf_$ = $Rdm_f_$$m_f_$ = Rdm m*)(*Typ4_

f = M / Wn = $MM_$ / $Wn_$ 103 = $Wf_$ = $Rdm_f$$m_f$ = Rdm m*)*)(*ZginanieXY

Tragfähigkeit bei Biegung in zwei Richtungen:(*Przek<4

- Steg(*Przek3

 = w + w = $sigW$ + $sigW_$ = $WarS$ = $Rdm_w$$m_w$ = Rdm m*|*

 = w + f = $sigW$ + $sigF_$ = $WarS$ = $Rdm_w$$m_w$ = Rdm m*)*)

- Gurt(*Przek<4 (*Przek3

 = f + f = $sigF$ + $sigF_$ = $WarP$ = $Rdm_f$$m_f$ = Rdm m

 = f.m + f,m = $sigFM$ + $sigFM_$ = $WarPs$ = $Rdt_f$$m_f$ = Rdt m*|*

 = f + w = $sigF$ + $sigW_$ = $WarP$ = $Rdm_f$$m_f$ = Rdm m*)*|*

 = f + f = $sigF$ + $sigF_$ = $WarP$ = $Rdm_f$$m_f$ = Rdm m*)*)


Wyszukiwarka