Problem 1 Flexure: Behavior and Nominal Strength of Sections For the continuous beam shown in Figure1.1, f'c 3.5ksi, and fy = 60ksi. Compute the effective flange width bg for an interior T-section. Determine the bending strength oMn both for the positive and negative moment regions. At the supports, the No. 8 bottom bars are in one layer; at midspan, the No. 8 bars are in the bottom layer and the No. 7 bars in a second layer. Use 2.5 inches from the edge of the concrete (top and bottom) to the first row of bars and 2.0 inches to the second row of bars whenever applicable. Check Asmin VS As provided. Note the T-sections are spaced at 9ft-6 and 11ft as shown in Fig 1.1. Also, the stem thickness bw of the T-sections are 12, 12 and 18 inches from left to right. The overall length of the T-section is 22ft on center. The overall depth of the T-section h=21 inches. The thickness of the slab is 6 inches. B1-E in. 11 1 21 in Is in 12 in. Support (negatve bending) Midspan (positive bonding)

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Problem 1 Flexure: Behavior and Nominal Strength of Sections
For the continuous beam shown in Figure1.1, f'c = 3.5ksi, and fy = 60ksi. Compute the effective
flange width bg for an interior T-section. Determine the bending strength oMn both for the
positive and negative moment regions. At the supports, the No. 8 bottom bars are in one layer; at
midspan, the No. 8 bars are in the bottom layer and the No. 7 bars in a second layer. Use 2.5
inches from the edge of the concrete (top and bottom) to the first row of bars and 2.0 inches to
the second row of bars whenever applicable. Check Asmin VS As provided. Note the T-sections
are spaced at 9ft-6 and 11ft as shown in Fig 1.1. Also, the stem thickness bw of the T-sections
are 12, 12 and 18 inches from left to right. The overall length of the T-section is 22ft on center.
The overall depth of the T-section h =21 inches. The thickness of the slab is 6 inches.
B1-6 in.
11 1
21 in.
Is in
12 in.
Support (negative bending)
Midspan (positivo bonding)
No. 7 bars
II
3 No. 8 plus 2 No. 7 bers at midapan
22 A
2 No. 8 bars at ends
Detail A
Figure 1.1 Reinforced Concrete Beam
Transcribed Image Text:Problem 1 Flexure: Behavior and Nominal Strength of Sections For the continuous beam shown in Figure1.1, f'c = 3.5ksi, and fy = 60ksi. Compute the effective flange width bg for an interior T-section. Determine the bending strength oMn both for the positive and negative moment regions. At the supports, the No. 8 bottom bars are in one layer; at midspan, the No. 8 bars are in the bottom layer and the No. 7 bars in a second layer. Use 2.5 inches from the edge of the concrete (top and bottom) to the first row of bars and 2.0 inches to the second row of bars whenever applicable. Check Asmin VS As provided. Note the T-sections are spaced at 9ft-6 and 11ft as shown in Fig 1.1. Also, the stem thickness bw of the T-sections are 12, 12 and 18 inches from left to right. The overall length of the T-section is 22ft on center. The overall depth of the T-section h =21 inches. The thickness of the slab is 6 inches. B1-6 in. 11 1 21 in. Is in 12 in. Support (negative bending) Midspan (positivo bonding) No. 7 bars II 3 No. 8 plus 2 No. 7 bers at midapan 22 A 2 No. 8 bars at ends Detail A Figure 1.1 Reinforced Concrete Beam
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