2) Welding Shear Capacity (taking web to end plate only), V2 V2 = 0.7.s.l.Pw=
→
V2=
where,
523.72 kN
>
s=fillet weld size l= effective length of weld= (d-2.tf).2 Pw= Design strength of welds 13
kN →
l=
566.8
mm
GREATER THAN DESIGN SHEAR O.K.
3) Bolt Shear Capacity, V3 V3 = n x Ps.As
→
V3=
where:
366.00 kN
>
n = number of bolts Ps = shear strength of bolts As= shear area of botls 30 (Va+Vb)
kN →
GREATER THAN DESIGN SHEAR O.K.
4) Bearing Capacity of Supporting Column / End Plate, V4 V4 = Kbs.Pbb x db x t x n
→
"A"
V4=
840.00 kN
>
where :
Kbs= 1.0 (For bolts in standard clearance holes) Pbb = allowable bearing stress t = thinner of [ twc, tp ] twc = web thickness of supporting column tp = Thickness of end plate
30
kN →
GREATER THAN DESIGN SHEAR O.K.
ATTACHMENT - 6 PAGE 4 OF 4 BEAM PIN CONNECTION(END PLATE TO COLUMN WEB) "A" 5) Tension Capacity due to Welding Shear (Web to End Plate), T1 T1 = 0.7.s.Lw.Pw
→
T1=
1122.66 kN
where:
>
s=fillet weld size Pw= Design strength of welds Lw =(d-2.tf )x2+( bf - tw )x2 + bf x 2= 30
kN →
1215 mm
GREATER THAN DESIGN TENSION O.K.
6) Tension Capacity due to Tension on Bolts, T2 T2 = 0.8.Pt.At x n
→
T2=
437.25 kN
where:
>
Pt = Tension strength per bolt At = Tensile area of bolt n = number of bolts 30
kN →
GREATER THAN DESIGN TENSION O.K. X
7) Tension Capacity due to End Plate Bending, T3 T3 =Py.Zep.n/X where :
→
T3=
X =(g1-tw)/2-dh/2-a= g1=guage distance= b1=sv (spacing of bolts)= b2=2. X + dh= b=min of ( b1, b2 )= 2 Zep=b x tp /6= 227.54 kN
>
20 80 155 62 62 4127 30
mm mm mm mm mm mm3 kN →
sv b
End PL g1 GREATER THAN DESIGN TENSION O.K.
8) Tension Capacity due to supporting column Bending, T4 Supporting Column
T4 =MIN.[ PyxZcwxlxn/(X(l-X)) or PyxZcwxlxn/X^2] where :
dcol=depth of column= x=(dcol-2.tfc)/2-g1/2= b = sv(bolts spacing)= Zcw=b x twc2 / 6= l = dcol - 2tfc= g1 = guage distance=
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