Problem 14.5 (One ans: 8-in. slab, d = 6.75 in., A = 0.267 in./ft at each end; A = 0.420 in.*/ft at interior supports, A,=0.267 in.*/ft in end spans, A,, =0.307 in. /ft in middle span) 16 ft 19 ft 16 ft
Problem 14.5 (One ans: 8-in. slab, d = 6.75 in., A = 0.267 in./ft at each end; A = 0.420 in.*/ft at interior supports, A,=0.267 in.*/ft in end spans, A,, =0.307 in. /ft in middle span) 16 ft 19 ft 16 ft
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:**Problem 14.5**
*(One ans: 8-in. slab, d = 6.75 in., A_s = 0.267 in²/ft at each end; A_sm = 0.420 in²/ft at interior supports, A_s+ = 0.267 in²/ft in end spans, A_s+ = 0.307 in²/ft in middle span)*
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**Diagram Explanation:**
The diagram illustrates a structural layout featuring a continuous beam supported at three points:
1. **Span Lengths:**
- The beam consists of three spans with lengths of 16 feet, 19 feet, and 16 feet, respectively.
2. **Supports:**
- There are supports illustrated beneath the beam. Two are located at each end, and there are interior supports shown through lines perpendicular to the beam.
3. **Structural Information:**
- The slab is 8 inches thick.
- The effective depth (d) is given as 6.75 inches.
4. **Reinforcement Areas:**
- \( A_s \) (area of steel) at each end of the slab is 0.267 in²/ft.
- \( A_{sm} \) (area of steel at midspan) at interior supports is 0.420 in²/ft.
- \( A_s^+ \) (area of steel for positive moments) in end spans is 0.267 in²/ft.
- \( A_s^+ \) in the middle span is 0.307 in²/ft.
This configuration is typical of continuous beams, commonly used in construction and civil engineering for distributing loads across multiple support points, enhancing the structural stability of floors and bridges.
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