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Ahsanullah University of
Science & Technology
Department of Civil Engineering
Pre-stressed Concrete Lab
Imtiaz Ahmed Tilok
ID: 10.01.03.048
4th Year; 2nd Semester
Sec : A
Welcome To The Presentation Based On
Column Design: Biaxial
Column is a structural element that transmits, through
compression, the weight of the structure above to other
structural elements below. In other words, a column is a
compression member.
The biaxial bending method discussed permit
rectangular column to be designed or analyzed if
bending is present about only one of the two
principal axes of section.
Axial compression is accompanied by simultaneous
bending about both principle axes of the section.
It occurs in corner columns of building.
Fig: Biaxial bending plus compression
From this figure, we get:
Equivalent Eccentricity of column load
(a) Concentrically loaded column
(b) Eccentrically loaded column
Fig: Column subject to eccentric compression
(a)loaded column
(b)Strain distribution at section a-a
(c)Stress and forces at nominal strength
Nominal load,
Nominal moment,
Balanced Failure, eb
Fig: Interaction diagram for nominal column strength in
combined bending and axial load
Interaction Curve
Interaction diagram for compression plus biaxial bending
(a) Uniaxial bending about y axis
(b)Uniaxial bending about X axis
(c)Biaxial bending about diagonal axis
(d)Interaction surface
Methods :
There are three types of method.
1.Load Contour Method
2.Reciprocal Load Method
3.Computer Analysis For Biaxial Bending Of
Columns.
Load Contour Method
Where
Where,
Reciprocal Load Method
Fig: Interaction surface for the reciprocal load method
• The 12×20 in column shown in fig is reinforced with
eight no.9 bars arranged around the column perimeter,
providing an area Ast=8 in². A factored load Pu of
255 kips is to be applied with eccentricities
=3in, =6in.
material strengths are ƒ’c = 4 ksi and ƒʏ= 60 ksi.
Check adequacy by trial design using
a. Reciprocal load method
b. Load contour method.
EXAMPLE: DESIGN OF COLUMN
FOR BIAXIAL BENDING
Problem Figure:
THANK YOU

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Column design biaxial 10.01.03.048

  • 1. Ahsanullah University of Science & Technology Department of Civil Engineering Pre-stressed Concrete Lab Imtiaz Ahmed Tilok ID: 10.01.03.048 4th Year; 2nd Semester Sec : A
  • 2. Welcome To The Presentation Based On Column Design: Biaxial
  • 3. Column is a structural element that transmits, through compression, the weight of the structure above to other structural elements below. In other words, a column is a compression member. The biaxial bending method discussed permit rectangular column to be designed or analyzed if bending is present about only one of the two principal axes of section. Axial compression is accompanied by simultaneous bending about both principle axes of the section. It occurs in corner columns of building.
  • 4. Fig: Biaxial bending plus compression
  • 6. Equivalent Eccentricity of column load (a) Concentrically loaded column (b) Eccentrically loaded column
  • 7. Fig: Column subject to eccentric compression (a)loaded column (b)Strain distribution at section a-a (c)Stress and forces at nominal strength
  • 9.
  • 11. Fig: Interaction diagram for nominal column strength in combined bending and axial load Interaction Curve
  • 12. Interaction diagram for compression plus biaxial bending (a) Uniaxial bending about y axis (b)Uniaxial bending about X axis (c)Biaxial bending about diagonal axis (d)Interaction surface
  • 13. Methods : There are three types of method. 1.Load Contour Method 2.Reciprocal Load Method 3.Computer Analysis For Biaxial Bending Of Columns.
  • 15. Reciprocal Load Method Fig: Interaction surface for the reciprocal load method
  • 16. • The 12×20 in column shown in fig is reinforced with eight no.9 bars arranged around the column perimeter, providing an area Ast=8 in². A factored load Pu of 255 kips is to be applied with eccentricities =3in, =6in. material strengths are ƒ’c = 4 ksi and ƒʏ= 60 ksi. Check adequacy by trial design using a. Reciprocal load method b. Load contour method. EXAMPLE: DESIGN OF COLUMN FOR BIAXIAL BENDING
  • 18.
  • 19.
  • 20.
  • 21.
  • 22.