(COMPRESHION MEMBERS DESIGN STRENGTH
TABLE 4.15 DESIGN COMPRESSIVE STRENGTH Py (AN)
: (ry Avis Pusklng) y
. ‘
i
A= Boma
2 a
st6_ 1743 poor ‘
janet
ie 18
he Is 0
o bo (as
Soba 7 oe seo
sega ise
is
m7
Ey} ess | 4651199
oe 38 foo
i lis | -
se el
‘Vatu tov he tony ine cones slender aot) <1.
2) Vals ow he ey incorpo sklernesrao (btwn iB on 28.
4) Intra vals maybe ony Se elton,
4) AL? dose ftv og oft aa ines
i *eeelDESIG WANUA. FOR OESISING STEEL STAUCTURES ADCCROING TO NEWI00
TABLE 4.16 DESIGN COMPRESSIVE STRENGTH, Pg (kN)
(2-7 Axis Buckling)
|
ISMB Fy=250 aa
vas} an [ars are | aes | ase | amo | see | wo | as | 208
{|
alr °83 fon FAT ATR
34 3_hont_|n79 iss im AT bs
6 270 1sts_an1_bopr baw
ue. [258 1301 i>e0~ oo7_pseo
3s. 39 oz0 230 }e7?
ma_[ou 9 bay
[rsa] 906s hale
[ssi p16
hoor ame
20.
v8
ar
a 213_[9s_ [eat [901
ne | 33. [301 | nae
" 29 | [ei
208] 209_| sis
ele sass 6
2 | fuer [an Laos
2 |) ao Tae
2m 2 [at
rm 19 [30
313
20 L367
- —
1) Vals ove te heavy Ene erepond ty sendemes (hn S 18D
2) ols below the heavy re sarap 1 es aR) Renee 10 and 20,
3) Imma vate say be ote hina interpola.
4) AL" dono reise eet othe cin in mes.APPENOEK
Appendix A4.5 DESIGN COMPRESSIVE STRENGTH, Py
Ie Section (Y-Y axis buckling)
[Detennine the axial compressive sirengih ofthe column Seaton ISMB 500 GT
Remarks!
N/m with the eetve length ofthe column as 3m. Assume the buckling ais a4 *Codal
-y_axis and basic yield strength ()as 250 MPa, | Provisions
Gross area ofthe scion (4 110 74e10%nn? at |
Depth of section (D) = 560 mm |
Full Width of Range (@) = 180m a |
Thichnessor Mange (y= 17.2 mm
Thickness of web (4) = 10.2 mt Lo
Radius of yratcn(n) = 35.2 mm im |
Radivsat oot) = 170m
Yield sees (9 250 Mra ins
Section ea
iy 901172 =523<940 Plasto) —
Flange i fully effective
Webs
dé = D-2xy-2en
500-23 141-217
878mm
bg = 437.8/102 ~42.9> 42 (Slender)
Web isnot fully eective and hence exclude web width more than 42 & |
Section is clestified as Slender
Nec area of the:
ection Ay ld td AD) X bod)
= (110.7410) (ALI~CAR*D) *10.2°10.2
=109,80610 nonSIGN MANUAL FOR DESIGRG STEEL STRUCTUF
ACCORDING To NEW i$290
Appendix A4.5 DESIGN COMPRESSIVE STRENGTH, Py
Slenderness
la (AL)
AL / > (5000/3:
20
Euler buckling stress (fo)
Young's modulus (£) = 2.x 10° MPa
ME wPx2K107
Seem o = 97.8 MPa
(kien) 14207
‘Non-dimensional Effetive Slenderness ratio (2)
A Mh/L. 250/978 Lon
Imperfection Factor (a)
h_ $00 |
6 180
277 21.2, y= 14d mm < 40mm
Imperfection Factor «= 0.34
[Buckling about Y-Y axis; Buckling class “b
Design compressive stress of calumn (Fos)
Imperfection tactor(ay = 0.34
Partial safety factoring) ~ 1.10
[am oslhreté-02}2°]
= 031 +0340.60-0.2) +1,60? |= 2.02
Stress reduction fuetor (y)
610
DR v 280/11» 70.48\Pa
Design compressive strength (2s)
ofthe memberLy
P= AS.y* 10980 «70.48 = T7VKN CAS in Table 4.15)
Section (Y-Y axis buckling)
5000 mm
Table 7810
Clause
Aad
Clause 7.1.2SEPENDEX
Appendix 44.6 DESIGN COMPRESSIVE.
I. Seetion (7-7. axis buckling)
lenin with te et
2 axis aa bse yield stength() 8s 250 MPa.
ce length of she column as Sm. Assume the busking axis ag
[Stetion Properties
Gross ares ofthe section (4,)= 10.710 uw?
DepthoFsection(D) = 500 mum
Fall Width of ange (h) = 180 m0 3 |
Thickness oF Mange (i) = 17.2 amr
Thickness of wob (t,) = 16.2 07 |
Radius of wyraionr) 21 min i |
Radius at root (1) = 17mm py
Viele sess (f) 250. MPO
Section classification:
b= by/2= 130/2 = 90 mm
b/y = 90072 = 3236946 (Plastic)
1 lange is fully effective
Web:
6 =D-2ey-2er,
~500-2 « 14.1-2 517 = 487.8 om
378/102 = 12.9> 12 (Stender)
Web isnot filly effective and hence exclude web widih more than 42 ¢
Section is clsstied as Stent
Net ars of the section Ay dd 42) tee
10.7010) (12.9~(12>1))*10.210,
102.505107 nun *
etzrmine the axial compressive sirengih of the column section ISMid 500 GN. Z|
STRENGTH, P,
Table?LVESLEN THANUAL FUR VESIUING 9/EEL DI AULIUAED ALLURUING IU EN 19H
Appentix Ad.6 DESIGN COMPRESSIVE STRENGTH, Py
1 Seetion (/-/ axis buckling) ny
p
io (KLIr5) na
cy
‘Slenderness
Entetive
AL / p= (5000 / 202.1) = 24.74 5
ky
‘Youngs modulus 2) = 2 10° MPa
laterally unsupported length oF the membes(&L) = $000 mm
ler buckling ste96 (fad
x10°
24.742
we
wy
MPa
-imensionall Effective SI
ness ratio G2)
| =. [80
| 038
Me Vins Clause
Impereton Factor (a)
IBuckling about Y-Y axis : Buckling elass °b
Desion compressive stress oF column (fy)
Imperfection facior(oy ~ 0.34
Partial safety fectorlsiqd = 1.10
|
td-02)02!] |
=0.5f1+054028-0.2)+0.282 | =0.35
I
‘Stross reduction fuetor () |
|
! Ctawe
1 7 sat
|
| \
| [asseluss? oss?
lhe aal? Lie 250/1. [= 227.28 Pa
Pf p> WOR 22728 LOUD = 2495 KN AS in Fable 4160 chided