Design a square tied column to carry axial service loads of 320 kips dead load and 190 kips live load. There is no identified applied moment. Assume that the column is short. Use f’c =4000 psi and fy = 60,000 psi. Also, draw the flexural and shear reinforcement on a sketch.
Design a square tied column to carry axial service loads of 320 kips dead load and 190 kips live load. There is no identified applied moment. Assume that the column is short. Use f’c =4000 psi and fy...
Problem 4 (30 points) Design a short square tied column to carry an axial dead load of 150 kips and a live load of 400 kips. Assume that the applied moments on the column are negligible. Use fc = 4,000 psi and fy = 60,000 psi. Assume a steel ratio of 3% (pg = 0.03).
Find the maximum design axial load strength for the tied column of cross section shown in Figure 1.1. Check the ties. Assume a short column. Use f’c = 4000 psi and fy = 60,000 psi for both longitudinal steel and ties. Also, draw the flexural and shear reinforcement on a sketch. Case 1: Design of Short Columns- Small Eccentricity Find the maximum design axial load strength for the tied column of cross section shown in Figure 1.1. Check the ties....
Design a short square tied column to carry a factored axial load of 1300k and a factored moment of 550kft. Place the reinforcement uniformly around the column. Design the ties. Assume interior exposure, f’c = 4000psi, fy = 60,000psi
Design a square tied column to support an axial dead load of PD-260 k, P-450 k Include the design of ties or spirals and a sketch of the cross sections selected, including bar arrangements fc = 4000 psi, and fy = 60,000 psi. Initially assume Ps= 4%.
Show Diagrams Case 2: Design of Short Columns - Small Eccentricity Determine whether the spiral column of cross section shown in Figure 2.1 is adequate to carry a factored axial load Pu of 540 kips. Assume small eccentricity. Check the spiral. Use fc 4000 psi and fy -60,000 psi. 큠.φ @ 2 7-'8 bars 1cover Figure 2.1 Spiral Column Case 2: Design of Short Columns - Small Eccentricity Determine whether the spiral column of cross section shown in Figure 2.1...
8. Find the necessary reinforcement for a square column (16 in x 16 in) to carry a factored load Pu = 265 kips and a factored moment M, of 320 ft-kip. Assume #4 ties, f'c = 4000 psi and fy = 60,000 psi. Include the spacing of the ties assuming that the acting shear is negligible (<<V/2).
Solve please. CMCE 2416 Elements of Structural Design - Concrete Assignment 4: Short Column with Axial Load Determine if a 10" x 10" tied column reinforced with 4 #5 longitudinal bars is adequate to carry an axial load of Pu = 118 kips. Design the ties. Concrete compressive strength is 4,000 psi and the yield strength of both the longitudinal bars and the ties fy = 60,000 psi.
1) [Design] A reinforced concrete column is to be sized to carry pure axial compressive load. According to ACI 318, what is the smallest possible cross-sectional area (Ag) that the column can use in design supporting an axial dead load of 200 kips (unfactored) and live load of 400 kips (unfactored). Use fc = 4,000 psi and fy = 60 ksi. Assume pe = 0.08 and ties for transverse reinforcement. Be sure to include the appropriate design factors and use...
Design a rectangular simple supported beam to carry service loads of 1.05 kips/ft of dead load (DL) (self-weight included) and 2.47kip/ft live load (LL) on a span length of 18 ft. The beam is limited to be (due to architectural reasons) 10” wide with an overall depth of 20”. Use f’c= 3,000 psi and fy= 40,000psi. Design the longitudinal reinforcement (flexure design) and the web reinforcement (Stirrups).
Design a rectangular simple supported beam to carry service loads of 1.05 kips/ft of dead load (DL) (self-weight included) and 2.47kip/ft live load (LL) on a span length of 18 ft. The beam is limited to be (due to architectural reasons) 10” wide with an overall depth of 20”. Use f’c= 3,000 psi and fy=40,000psi. Design the longitudinal reinforcement (flexure design) and the web reinforcement (Stirrups).