Hi,
I'm wondering how does STAAD calculates compression resistance of Hollow Sections based on Eurocode Requirements, anyone can explain to me? I've been looking (extensively) for previous threads about this topic but not able to find exactly what i am looking for.
Based on Eurocode 1993-1-1, under section 6.2.4, Compression resistance of sections under Class 1,2 & 3 should be determined using equation 6.10 Ncrd = (Afy/ymo) and for class 4 cross sections Ncrd = (A(eff)fy/ymo) equation 6.10. Say i have Class 3 Cross section, gross area is = 42240 mm^2 , Fy = 275 N/mm^2 and Ymo = 1.0, by direct subs in eq 6.10, my Ncrd = 11616 kN, but STAAD gives only 8024.3 kN? I have gone thru Eurocode Resistance checks but found nothing for any reduction factor for compression resistance checking only.
Hope you can share some lights from this, (see attached image). Thank You.
Mac
Answer Verified By: Master Mac
Hi rtully14,
Thanks. I did some hand calculations for the second checking you have mentioned and that is in accordance with Section 6.3.1 Buckling Resistance of members (uniform members in compression) but still failed to get the same output as STAAD did.
My section is a welded box (see image attached on my first post), fy = 275N/mm^2. I evaluated this using EQ 6.47 and manually calculated the elastic critical force (Ncr), then obtain the reduction factor (X) considering imperfection factor (alpha) under Table 6.1. I have tried all the values of alpha but still were lost in track and not able to arrive at the same value as STAAD has calculated. Below is the STAAD output for your reference and i hope you can turn the lights on for better understanding on this.
Thanks,
1 ST BOX_GIRDER (UPT: DESIGNED AS I-SECTION)
PASS EC:6 - A.1 0.908 3
0.00 196.20 -3101.47 20.00
=======================================================================
MATERIAL DATA
Grade of steel = S 275
Modulus of elasticity = 205 kN/mm2
Design Strength (py) = 275 N/mm2
SECTION PROPERTIES (units - cm)
Member Length = 4000.00
Gross Area = 422.40 Net Area = 422.40
z-axis y-axis
Moment of inertia : 965653.000 135901.000
Plastic modulus : 18316.998 7108.800
Elastic modulus : 15600.200 5662.500
Shear Area : 187.805 182.400
Radius of gyration : 47.813 17.937
Effective Length : 4000.000 4000.000
DESIGN DATA (units - kN,m) EUROCODE NO.3 /2005
Section Class : CLASS 3
Squash Load : 11616.00
Axial force/Squash load : 0.000
GM0 : 1.00 GM1 : 1.00 GM2 : 1.25
Slenderness ratio (KL/r) : 83.7 223.0
Compression Capacity : 8024.3 1542.8
Tension Capacity : 11616.0 11616.0
Moment Capacity : 4290.1 1557.2
Reduced Moment Capacity : 4290.1 1557.2
Shear Capacity : 2981.8 2896.0