Structural Analysis
6th Edition
ISBN: 9781337630931
Author: KASSIMALI, Aslam.
Publisher: Cengage,
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- (1) 21" 3" 4#9 bood 14" (1) Ec = ? (2) fr=? (3) Mer=? (5) #4 (4) When M = 70 & Mn = ? fé = 5 ksi Grade 60 Steel NWC. ft-k I 1R-2 Dr b=14", h=24" #4 tied stirrups. 4 #9 Rebars. fe=? Please write down units properly in the final answers. fs=?arrow_forward3.4 The required flexural (bending moment) strength is of a reinforced concrete beam is Mu = 260 kip-ft Determine which of the following reinforcing bar arrangements can be used for this beam. a) 6-#6 b) 4-#8 c) 3-#9 Material properties are: f'c = 5 ksi fy = 60 ksi 12" 24" #4 Stirrups 1in cover over the stirrupsarrow_forward3 10" 2" EI 4" -2" 2" 12" UT 8' A992 steel. &Mp= ?arrow_forward
- ASAP plsarrow_forwardProblem 4-6: For beams and loads given, select stirrup spacings across the span iff'c = 3,500 psi normal weight concrete and fy = 60 ksi. The dead loads shown include beam weights. Do not consider movement of live loads (assess only the given location of LL).arrow_forwardmatch the correst answersarrow_forward
- 11-1. Determine whether the W14 x 34 beam shown in Figure 11-43 is adequate for flexural rupture and flexural yielding at the cope. The steel is ASTM A992, grade 50. 1/½/2" 4" W14x34 R₁ = 40kips FIGURE 11-43 Detail for Exercise 11-1arrow_forward11-1. Determine whether the W14 x 34 beam shown in Figure 11-43 is adequate for flexural rupture and flexural yielding at the cope. The steel is ASTM A992, grade 50. 1/2" W14x34 R₁ = 40kips FIGURE 11-43 Detail for Exercise 11-1arrow_forwardAnswer the following for the section at Point D Only Calculate the distributed load "w" that: Will cause the section crack Will cause the reinforcement to yield. Material Properties: F'c = 5000 psi Fy = 60000 psi Es = 29000000 psi Ln = 27 ft L wl₂² 16 wl,² 14 CD L wl,2 vl₁² 10 11 win² 16 h: 28 in A=4 in² b=14 in n d: 25 inarrow_forward
- Two 10inch-15.3 lb channels are welded together as shown in the figure. Compute for the values of Centroids, and lxx for the figure. 1. Determine ybar? 2. Determine lxx (Centroidal)arrow_forwardHand written and clean solution pleasearrow_forwardSubject: Steel design- Bolted Steel Connection *Use NSCP 2015 formula/guide to solve this problem *Use Handwrittenarrow_forward
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