The deep beam shown in Fig. P17-1 supports a factored load of 1450 kips. The beam and columns are 24 in. wide. Draw a tr
Posted: Thu Apr 28, 2022 8:36 pm
The deep beam shown in Fig. P17-1 supports a factored load of
1450 kips. The beam and columns are 24 in. wide. Draw a truss model
neglecting the effects of stirrups and the dead load of the wall.
Check the strength of the nodes and struts, and design the tension
tie. Use f’c=4000 psi normal weight concrete and fy=60,000 psi.
1) “The deep beam shown in Fig. P17-1 supports a factored load of 1450 kips. The beam and columns are 24 in. wide. Draw a truss model neglecting the effects of stirrups and the dead load of the wall. Check the strength of the nodes and struts, and design the tension tie. Use f'c=4000 psi normal weight concrete and fy=60,000 psi.” (PROBLEM 17-1, Reinforced Concrete Mechanics & Design 5th Edition, Wight & MacGregor) Hint: To estimate the height of the beam, please assume the following: RA = = 6 to 8/f"_bd, where R4 is the reaction force at A. Vi = 1450 kip 5'-9 +36" С B А. 30" 24" k 20' -3" Fig. P17-1
1450 kips. The beam and columns are 24 in. wide. Draw a truss model
neglecting the effects of stirrups and the dead load of the wall.
Check the strength of the nodes and struts, and design the tension
tie. Use f’c=4000 psi normal weight concrete and fy=60,000 psi.
1) “The deep beam shown in Fig. P17-1 supports a factored load of 1450 kips. The beam and columns are 24 in. wide. Draw a truss model neglecting the effects of stirrups and the dead load of the wall. Check the strength of the nodes and struts, and design the tension tie. Use f'c=4000 psi normal weight concrete and fy=60,000 psi.” (PROBLEM 17-1, Reinforced Concrete Mechanics & Design 5th Edition, Wight & MacGregor) Hint: To estimate the height of the beam, please assume the following: RA = = 6 to 8/f"_bd, where R4 is the reaction force at A. Vi = 1450 kip 5'-9 +36" С B А. 30" 24" k 20' -3" Fig. P17-1