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Chapter 6 – Beam Design
Design Process
Design Process
Design Life (EN 1990)
Exposure Class (EN 1992-1-1)
Fire Resistance (EN 1992-1-2)
Material Strength (EN 206-1)
Beam Size?
Overall depth ratios of 13-18 and width of 0.3-0.6 are generally
found to be economical in the case of simply supported and
continuous beam.
Beam Size? (EN 1992-1-2)
Beam Size? (EN 1992-1-2)
Action Distribution
Action Calculation
Alternative method for Slab
Action
 Slab shear coefficient from Table 3.15
BS 8110
 Yield Line Analysis
 Table 63 Reinforced Concrete Designer’s
Handbook by Reynold
Shear Coefficient Method
Shear Coefficient Method
Shear Coefficient Method
Example: 𝐿𝑦/𝐿𝑥 = 1.5
Effective Span, 𝑙𝑒𝑓𝑓
Effective Span, 𝑙𝑒𝑓𝑓
Example 1
A rectangular reinforced concrete beam is simply supported
on two masonry walls 250 mm thick and 8.0 m apart (clear
distance). The beam has to carry a distributed permanent
action of 15 kN/m (excluding beam self-weight) and a
variable action of 10 kN/m. The beam is inside buildings
subjected to a 1-hour fire resistance and designed for 50
years design life. Design the beam.
Simply Supported Beam
(example1)
Assure tension rebar = 20mm, compression rebar=12mm
and shear link = 8mm
Solution: Beam Size
Solution: Concrete Cover
Solution: Loading
Solution: Main Reinforcement
Solution: Main Reinforcement
Solution: Main Reinforcement
Solution: Shear Reinforcement
Solution: Shear Reinforcement
Solution: Shear Reinforcement
Solution: Shear Reinforcement
Solution: Deflection
Solution: Deflection
Solution: Deflection
Solution: Cracking
Solution: Detailing
Example 2
Example 1: Design Data
Example 1: Effective Width
Example 1: Loading on Slab
Example 1: Loading on Slab
Example 1: Loading on Beam
Example 1: Main Reinforcement
Example 1: Main Reinforcement
Example 1: Cross Section
Example 1: Other Solutions
Continuous Beams
 Are the ones that rest on more than two
supports and a common element in in-
situ construction.
Continuous Beams
Continuous Beam
Mode of deflection
Bending Moment Diagram
Location of Reinforcement
Cracking
Cracking
External Beam Internal Beam Internal Beam
Load Arrangement
 Variables actions can usually cover all or
any span of a continuous beam.
 Therefore a continuous beam should be
analyzed for the loading arrangements
which give the maximum stresses at each
section.
Continuous Beam
Continuous Beam – Shear Force
Coefficient
Continuous Beam
1.35Gk + 1.5 Qk
1.35Gk + 1.5 Qk
Continuous Beam
Continuous Beam
1.35Gk + 1.5 Qk
1.35Gk + 1.5 Qk
Continuous Beam
 LOAD SET 1 is the recommended
arrangement given by EC2: Section 5.1.3.
 To consider this load arrangement, more
than 3 load cases have to be assessed.
 However, Malaysia National Annex allows
the use of LOAD SET 2 which requires only
3 load cases to be assessed.
Continuous Beam
Continuous Beam
Continuous Beam
Example 3
Example 3: Design Data
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 3: Solution
Check deflection @ Span A-B
Example 3: Solution
Example 3: Solution
Example 3: Solution
Example 4
Example 4: Solution
Example 4: Solution
Example 4: Solution
Example 4: Solution
Example 4: Solution
Example 4: Solution
Example 4: Solution
Example 4: Solution
Example 4: Solution
Example 5
Example 5: Solution
Example 5: Solution
Example 5: Solution
Example 5: Solution
Example 5: Solution
Example 5: Solution
Example 5: Solution
Example 5: Solution
End of Chapter 5

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