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The document provides a detailed analysis of a steel frame design using ETABS, focusing on the IS 800:2007 code for strength checks. It highlights the classification of a specific column as Class 3 and presents various design parameters, including axial and moment capacities, stress ratios, and shear design. The analysis concludes with the verification of shear design status, indicating compliance with the required limits.

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0% found this document useful (0 votes)
19 views3 pages

Story 5

The document provides a detailed analysis of a steel frame design using ETABS, focusing on the IS 800:2007 code for strength checks. It highlights the classification of a specific column as Class 3 and presents various design parameters, including axial and moment capacities, stress ratios, and shear design. The analysis concludes with the verification of shear design status, indicating compliance with the required limits.

Uploaded by

MANAN CHOUDHARY
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
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Download as PDF, TXT or read online on Scribd
You are on page 1/ 3

ETABS 22.5.

1 License #

ETABS Steel Frame Design


IS 800:2007 Steel Section Check (Strength Envelope)

Stress Check Message - Section is not Class 1 (Plastic) (IS 12.8.4.1, 12.8.2.5, 12.11.3.1 )

Element Details (Part 1 of 2)

Level Element Unique Name Location (mm) Combo Design Type Element Type Section
Story5 C6 777 0 static Column Special Moment Frame ISHB400-2

Element Details (Part 2 of 2)

Classification Rolled
Class 3 Yes

Design Code Parameters

ɣ M0 ɣ M1 A n /A g LLRF PLLF Stress ratio Limit


1.1 1.25 1 0.669 0.75 0.95

Section Properties

A (cm²) I zz (cm⁴) r zz (mm) Z e,zz (cm³) A v,z (cm²) Z p,zz (cm³) I yz (cm⁴) I t (cm⁴)
103.2 28464.6 166.1 1423.2 63.5 1601.5 0 49.5
J (cm⁴) I yy (cm⁴) r yy (mm) Z e,yy (cm³) A v,y (cm²) Z p,yy (cm³) I w (cm⁶) h (mm)
49.5 3311 56.6 264.9 42.4 407.4 1240245 400

Material Properties

E (MPa) f y (MPa) f u (MPa)


210000 345 450

LLRF and Demand/Capacity Ratio

L (mm) LLRF Stress Ratio Limit


3000.0 0.669 0.95

project.EDB Page 1 of 3 20-04-2025


ETABS 22.5.1 License #

Demand/Capacity (D/C) Ratio

D/C Ratio = Axial Ratio + Flexural Ratio Major +


Governing Equation
Flexural Ratio Minor
9.3.2.2(a) 0.96 = 0.698 + 0.149 + 0.113

Stress Check Forces and Moments

Location (mm) N (kN) M zz (kN-m) M yy (kN-m) V y (kN) V z (kN) T o (kN-m)


0 -1061.361 69.6794 -21.3228 45.6968 -13.9662 4.42E-05

Basic Factors

Buckling Mode K Factor L Factor L Length (mm) KL/r


Major (z-z) 3.356 0.9 2700 54.569
Major Braced 0.91 0.9 2700 14.801
Minor (y-y) 1.976 0.9 2700 94.216
Minor Braced 0.788 0.9 2700 37.564
LTB 1.976 0.9 2700 94.216

Axial Force Design

N Force T d Capacity N d Capacity P dy Capacity P z Capacity P d Capacity


kN kN kN kN kN kN
Axial -1061.361 3236.9656 3236.9656 1520.5917 2737.9329 1520.5917
T dg T dn N cr,T N cr,TF A n /A g
kN kN kN kN Unitless
3236.9656 3343.9262 4230.8985 4230.8985 1

Design Parameters for Axial Design

Curve α f cc (MPa) λ ϕ χ f cd (MPa)


Major (z-z) a 0.21 696.02 0.704 0.801 0.846 265.28
MajorB (z-z) a 0.21 9460.53 0.191 0.517 1 313.64
Minor (y-y) b 0.34 233.49 1.216 1.411 0.47 147.33
MinorB (y-y) b 0.34 1468.82 0.485 0.666 0.891 147.33
Torsional TF b 0.34 409.94 0.917 1.043 0.65 203.86

Moment Designs

M Moment M span Moment M d(yield) Capacity M dv Capacity M nd Capacity M d(LTB) Capacity


kN-m kN-m kN-m kN-m kN-m kN-m
Major (z-z) 69.6794 69.6794 446.3759 446.3759 333.0164 402.2347
Minor (y-y) -21.3228 -21.3228 83.0762 83.0762 80.8237

Factors

Curve α LT λ LT ϕ LT χ LT C1 M cr (kN-m)
LTB a 0.21 0.57 0.701 0.901 2.7 1512.7352
C my C mz C mLT kz ky K LT
Factors 0.4 0.4 0.4 0.997 1.105 0.86

project.EDB Page 2 of 3 20-04-2025


ETABS 22.5.1 License #

Shear Design

V Force (kN) V d Capacity (kN) T o Capacity (kN-m) Stress Ratio Status Check
Major (y) 45.6968 767.7705 4.42E-05 0.06 OK
Minor (z) 13.9662 1149.845 4.42E-05 0.012 OK

project.EDB Page 3 of 3 20-04-2025

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