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Plain & Reinforced
Concrete-1
CE3601
Lecture # 18 & 19
4th April to 6th April 2012
Flexural Analysis and
Design of Beams
(Ultimate Strength Design of Beams)
Plain & Reinforced Concrete-1
Example:
A doubly reinforced section has the following sectional
properties:
As’ = 570 mm2 As = 3042 mm2
d’ = 60 mm b = 300 mm
fy = 300 MPa
Calculate ΦbMn for the following two cases:
 fc’ = 20 MPa d = 525 mm
 fc’ = 35 MPa d = 225 mm
Plain & Reinforced Concrete-1
Example:
Design a simply supported rectangular beam having a span of
6m, subjected to a total factored load (including self weight) of
70 kN/m. The depth of beam is not to exceed span/12 and
width is 300m.
fc’ = 20 MPa, fy = 420 MPa
Design for following two cases:
• As’ is to be as small as possible
• . b
y
s
0.5ρ
f
'f
ρ'ρ 
_
Concluded

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Lec 18 19

  • 1. Plain & Reinforced Concrete-1 CE3601 Lecture # 18 & 19 4th April to 6th April 2012 Flexural Analysis and Design of Beams (Ultimate Strength Design of Beams)
  • 2. Plain & Reinforced Concrete-1 Example: A doubly reinforced section has the following sectional properties: As’ = 570 mm2 As = 3042 mm2 d’ = 60 mm b = 300 mm fy = 300 MPa Calculate ΦbMn for the following two cases:  fc’ = 20 MPa d = 525 mm  fc’ = 35 MPa d = 225 mm
  • 3. Plain & Reinforced Concrete-1 Example: Design a simply supported rectangular beam having a span of 6m, subjected to a total factored load (including self weight) of 70 kN/m. The depth of beam is not to exceed span/12 and width is 300m. fc’ = 20 MPa, fy = 420 MPa Design for following two cases: • As’ is to be as small as possible • . b y s 0.5ρ f 'f ρ'ρ  _