When constructing a slab supported by four adjacent beams, it’s crucial to understand the concept of a two-way slab. This type of slab handles loads through flexure in both perpendicular directions. In simpler terms, if the length-to-width ratio (L/B) is less than two, a two-way slab is implemented. These slabs, when uniformly loaded, take on a dish or saucer-like shape, resulting in bending moments in both directions.
In two-way slabs, main bars are strategically placed in both the shorter and longer spans, incorporating a crank to prevent bending. Now, let’s delve into the details of designing a two-way slab with a real-world example.
Consider a two-way slab with the following specifications:
Step #1 – Bar Numbers
To determine the number of bars needed:
Step #2 – Cutting Length
Calculate the cutting length for both main and distribution bars using the provided formulas.
For Main Bar:
Cutting Length=4977 mm (or 4.977 m)Cutting Length=4977mm (or4.977m)
For Distribution Bar:
Cutting Length=5822 mm (or 5.822 m)Cutting Length=5822mm (or5.822m)
Step #3 – Top Distribution Bar
Determine the number and length of top distribution bars for both shorter and longer spans.
For Shorter Span:
For Longer Span:
Step #4 – Extra Top Bar
Calculate the number and length of extra top bars to counter bending moments.
For Shorter Span:
For Longer Span:
Step #5 – Weight of Steel
Calculate the weight of main bars, distribution bars, top distribution bars, and extra top bars using appropriate formulas.
Main Bar Weight=150.26kg
Distribution Bar Weight=96.98 kgDistribution Bar Weight=96.98kg
Top Distribution Bar Weight=42.84 kg (Shorter Span)Top Distribution Bar Weight=42.84kg(Shorter Span)
Top Distribution Bar Weight=42.94 kg (Longer Span)Top Distribution Bar Weight=42.94kg(Longer Span)
Extra Top Bar Weight=15.06 kg (Shorter Span)Extra Top Bar Weight=15.06kg(Shorter Span)
Extra Top Bar Weight=10.26 kg (Longer Span)Extra Top Bar Weight=10.26kg(Longer Span)
Summary – Bar Bending Schedule
Here’s the bar bending schedule for the two-way slab:
S.No. | Bar Description | Bar Shape | Nos | Length of Bar (m) | Total Length of Bar (m) | Bar Dia (mm) | Unit Weight (kg) | Total Weight (Kg) |
---|---|---|---|---|---|---|---|---|
1 | Main Bar | – | 34 | 4.977 | 169.218 | 12 | 0.888 | 150.26 |
2 | Distribution Bar | – | 27 | 5.822 | 157.194 | 10 | 0.617 | 96.98 |
3 | Top Distribution Bar (Shorter Span) | – | 14 | 4.96 | 69.44 | 10 | 0.617 | 42.84 |
3 | Top Distribution Bar (Longer Span) | – | 12 | 5.8 | 69.6 | 10 | 0.617 | 42.94 |
4 | Extra Top Bar (Shorter Span) | – | 20 | 0.848 | 16.96 | 12 | 0.888 | 15.06 |
4 | Extra Top Bar (Longer Span) | – | 16 | 1.04 | 16.64 | 10 | 0.617 | 10.26 |
This comprehensive guide provides a detailed process for designing and calculating the quantity of steel needed for a two-way slab, ensuring structural integrity and stability.