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steel construction - need some validation/opinion

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greznik91

Structural
Feb 14, 2017
186
Hi, just yesterday I posted a thread about what do you guys usually do when your expectations dont meet analysis results. In this case I was expecting larger dimensions of steel beam (HEB 240). Its a barn construction (Wolf system) but instead of glulam roof beams I have to make it all in steel. I cant get a second opinion in my company about this at the moment so I hope you guys can help me with some opinions on this.

Barn construction: 10 steel frames in transverse direction that are aprox. 5 m apart. Bases of all columns pinned. Moment connections between top of outer columns and beam and in the ridge.

hlev3d_bovvob.png


123_juq1yl.png


Loads on a single frame:
[URL unfurl="true"]https://res.cloudinary.com/engineering-com/image/upload/v1513151791/tips/loads_rsqkeg.pdf[/url]

Envelope of bending moments:

12345_nzdglp.png




I was comparing a stiffnes of standard glulam (GL28h) beam used by Wolf system - cross section dimensions of 14/48 cm with a steel beam and I have figured that stiffnes of steel beam is higher so based on that it should be allright.

Esteel = 21000 kN/cm2
Etimber = 1260 kN/cm2
Isteel (HEB 240) = 11260 cm4
Itimber (14/48 cm) = 129024 cm4
Esteel x Isteel = 21000 kN/cm2 x 11260 cm4 = 236460000 kNcm2
Etimber x Itimber = 1260 kN/cm2 x 129024 cm4 = 162570240 kNcm2


Still Id like to hear some opinions on this.
 
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Check lateral drift.

I'm also not a giant fan of only a 240 deep beam spanning the 8.43m, that's an L/d of 35. A little higher than I would typically go. I'd be looking at something in the 350 deep range.
 
Well the beam (HEB 240) has less than 50% utilization (of the cross section) and is in 'elastic area' in every point.

I have checked drift. In a model I have taken into account that outer columns are fixed with 20% fixity of column stiffnes. I have also modeled haunch that is 2 m in lenght from the face of a column.

Drift for load combinations without earthquake:

ww_bkwrcs.png



Drift for earthquake load combinations:

ee_klzddc.png



The bending moments, shear and axial forces arent that big... as I said... the beam is not even close to be at max utilization...

But still I feel uneasy with a beam being only 240 mm.

id like to see more opinions.

thanks
 
Also... for this spans Wolf system use timber glulam beams 14/48 cm instead of HEB 240 beams.

When I was comparing stiffnes of timber beam to steel beam I found that the steel beam is even stiffer at a hight of just 240 mm.

REPOST:
Esteel = 21000 kN/cm2
Etimber = 1260 kN/cm2
Isteel (HEB 240) = 11260 cm4
Itimber (14/48 cm) = 129024 cm4
Esteel x Isteel = 21000 kN/cm2 x 11260 cm4 = 236460000 kNcm2
Etimber x Itimber = 1260 kN/cm2 x 129024 cm4 = 162570240 kNcm2

Have I missed something?

ALSO, if I choose IPE 330 that has similar moment of inertia (Iy = 11770 cm4 ) as HEB 240 (Iy =11260 cm4) I get better L/d ratio but as far as stiffnes go its pretty much the same... So if Id change a section Id use IPE 330 instead of HEB 240 but I dont really see a reason to do so?! What do you think?
 
I'm not overly familiar with Euro shapes, but if the 330 and 240 have the same stiffness, then I assume the 240 is heavier than the 330, perhaps significantly heavier. There's a cost savings, to a point, with going deeper.
 
HEB 240 weight per meter is: 83,20 kg/m
IPE 330: 49,10 kg/m

Its cheaper - you got that right!
But as far as stiffnes goes Its pretty much the same.
looks like Id change it to IPE.
 
Does the IPE 330 require more lateral bracing than the HEB 240 to achieve required allowable stresses? How do the width-thickness ratios (web and flanges) of those sections compare? Does that reduce allowable stresses below what is needed?
 
HEB 240 has a flange width of 240 and a depth of 240, so it is a very stocky shape. A deeper shape would likely have a narrower flange and be more likely to buckle when the bottom flange is in compression. If buckling is not problem, it should be okay to substitute a deeper, lighter shape but if the EI values are the same, deflections will be identical for each of the two beam selections.

BA
 
What are the drift values? As in the lateral displacement due to wind/seismic loads?
 
DETstru - I posted drift values in my 2nd post in this thread. Its around 18 mm at the top of columns for load combinations without earthquake. In a case of an earthquake the drift at the top of outer column is approx. 27 mm.

Its strange since calculations shows that a steel beam with height of just 240 mm is sufficient (HEB 240), but it kinda doesnt feel right for a span like that. But if I substitute it with beam that has height of 330 mm (IPE 330) I have pretty much the same stiffnes but it looks much better. IPE 330 is also much lighter so thats a plus, but I have to check buckling first.
 
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