EBK PRINCIPLES OF FOUNDATION ENGINEERIN
8th Edition
ISBN: 8220100547058
Author: Das
Publisher: CENGAGE L
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3. Compute the resultant lateral force for the soil-wall system shown
in Figure 3. You may ignore tensile cracks. Use
• A- Coloumb
• B - Rankine
0=30°, y=20kN/m³
4m
Ground water table
7m
c=50KN/m², p=10°, y=18KN/m³
0=25°, y=20KN/m³
8 m
Gravity wall
Figure 3
Q1. Figure 1 shows the plan view of a reinforced concrete slab supported by three clay brick
masonry walls AB, CD and EF.
7m
B
3m
The following information is given:
Live load supported by slab = 1.5 kN/m²
Normal density concrete (Unit weight = 24kN/m³)
Clay brick masonry (Unit weight = 19 kN/m²)
Slab thickness = 170 mm
Wall thickness = 220 mm
C
Figure 1 (Plan)
Wall height = 2.8 m
Load combinations: (1.2 Da + 1.6 L) and (1.5 D.)
D
3m
E
F
a) Sketch the tributary loading areas for walls AB, CD, and EF.
b) Calculate the design load (in kN/m²) acting on the slab.
c) Calculate the design load (in kN/m) acting on walls AB and CD. Include the self-weight of walls.
Q2. Consider the plan layout of a three-storey office building shown in Figure 2. All walls comprise
standard clay bricks, are double skin masonry (collar jointed) and align from ground floor to roof.
All walls are load bearing to support the suspended slabs, and it is assumed that the roof and
floor slabs are of continuous in situ…
g. Minimum width B (in meter) of wall to be safe against overturning if factor of safety against overturning is 1.5 (minimum). Consider 24 kN/m3 as the unit weight of concrete. B = Note: Round your answer to three decimal place. Thank you
Chapter 13 Solutions
EBK PRINCIPLES OF FOUNDATION ENGINEERIN
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- For the cantilever retaining wall shown in Figure P13.1, let the following data be given: Wall dimensions: H = 8m x₁ = 0.40m x₂ = 0.60m Soil properties: Y₁ = 16.80kN/m³ Y2 = 17.60kN/m³ c=0 x3 = 1.50m x₁ = 3.50m x = 0.96m $₁ = 32° $½ = = 28° Figure P13.1 a. Calculate the factor of safety with respect to overturning. b. Calculate the factor of safety with respect to sliding. c. The magnitude of the pressure on the base at the toe. d. The magnitude of the pressure on the base at the heel. D = 1.75m a = 10° C₂' = 30kN/m² Use the Yconcrete = 23.58kN/m³. Also, use k₁=k₂ = 2/3 which are the factor to calculate for p' and Ca-arrow_forwardA Reinforce concrete shear wall systems which lies in Seismic Zone 4 is shown in the figure below with the following properties: NA=1.052 CA=0.463 NV=1.304 CV=0.835 T=0.8 W=8, 500 kN Length of Each Shear Wall=5m Thickness of Shear Wall=0.3 m Quantity of Shear Wall=2 pcs 1. Determine the Total Design Base Shear V. Based on NSCP 2015. 2. Determine the Maximum Design Base Shear permitted by the code. Based on NSCP 2015.arrow_forwardA transversal section of a long wall of uniform width is shown in the figure below. The wall is subjected to a linearly distributed surface load of maximum intensity qmax = 8,5 kN/m² . Find the maximum compressive stresses if the foundation is able to resist tension as well. Draw the distribution of stresses in the bottom surface in a suitable view. d = 40 cm h=3,6 m y = 18 kN/m³ h + d + qmaxarrow_forward
- A 360 mm thick footing slab supports a 300 mm thick wall carrying uniform service dead load of 283.7 kN/m and service live load of 145.6 kN/m. The base of the wall footing slab is 1.1 m from the ground surface. Use 16 mm diameter for main bars. Design parameters are as follows: ysoil = 18 kN/m3, yconc = 24 kN/m3, qa = 215.8 kPa, fc = 27 MPa and fy = 414 MPa. Calculate the allowable nominal beam shear stress in MPa. Express your answer in 3 decimal places.arrow_forwardExtra Question: If the Dead load in the slab shown is 24 KN/m^3, determine the end support reaction at beam BE. A E B S1 (200 mm) 1.5 m Option 1 a) 16.1 KN Ob) 17.1 KN Oc) 18.1 KN Od) 19.1 KN S2 (150 mm thick) 4.0 m S1 (200 mm) 1.5 m > 4.5marrow_forwardA 300 mm thick, 2.0 m wide footing slab supports a 200 mm thick concrete wall carrying uniform service dead load of 215 kN/m and service live load of 145 kN/m. Using f’c = 21 MPa and fy = 420 MPa. use flexure bar = 16mm. 1. calculate the ultimate shear force per 1-m-strip of footing slab at critical section 2. calculate the design shear strength of 1-m strip concrete footing slab 3. calculate the maximum factored wall wall that can be sustained by the footing slab based on shear strength onlyarrow_forward
- Design a cantilever retaining wall shown in let the following data be given: Wall dimensions : H= 8 m, x1=0.4 m, x2=0.6 m, x3=1.5 m, x=3.5 m, X5=0.96 m, D = 1.75 m, a = 10° Soil properties : Y1 = 16.5 kN/m³, Q'r= 32°, y2 = 17.6 kN/m³, $'2= 28°, c'2=30 kN/m² Wall properties : Yconcrete = 23.58 kN/m³. Others : ki=k2= 2/3, Pp = 0 a) Calculate the factor of safety with respect to overturning, sliding, and bearing capacity. b) Is the design of the wall satisfactory with respect to the overturning, sliding, and bearing capacity limit states? Analyze your results referred to the Factor of Safety against overturning, FOSO > 2.5 and Factor of Safety against sliding, FOSS > 1.5. でarrow_forward9.5- for the floor system shown below with assuming that service dead load 3 kN/m2, live load 4 kN/m?, Answer the following: 1- Classify the floor system into one way or two-way slab. 2- Check the proposed slab thickness according to deflection and shear requirement. 3- Check the proposed reinforcement at top and bottom in direction shown below. 4- What is the ultimate load transfer from slab and brick wall on beam AB? f = 28MPA, fy 400MP and y for brick wall = 17kN/m³ 5.20m 5.20 m A ø12@250 mm T opening 6.00m 012@200 mm B B 3.08 m 0.30 me 0.18m section A-Aarrow_forwardYou are working for a consulting firm that has been asked to evaluate the factor of safety of the wall shown in the figure supported by a well-degraded sand. The resultant load behind the concrete wall acts at the one third point. Dw 1m 1.5 m 24 kN/m³ y = 20 kN/m³ 26.5 kN/m 24° = 34° n = 0.4 3 m (a) Determine the factor of safety if Dw − D > 1.5B. Ignore the lateral passive resistance due to the soil in front of the wall. (b) Determine the factor of safety if the ground water table rises to 0.5 m below the base of the wall. Discuss the significance of your observations.arrow_forward
- (g) Find the stability of a retainıng wall for the following data. (i) Height of Earth retained with level top without surcharge from road level = 3.60m (ii) Length of Toe slab = 1.10 m (iii) Length of Hill Slab= 3.00 m (iv) Total length of Hill Slab= 4.50m (v) Depth of Foundation from road =1.20 (vi) Height of Stem Slab from base to top =4.40m. (vii) Thickness of stem slab at base and that at top=D0.40m (viii) Depth of base slab at edge and that at junction of base slab and stem slab= 0.40m (ix) Unit weight of backfill= 18 kN/cum (x) Unit weight of R.C.C. = 24 kN/cum %3D (xi) Angle of Repose of Back fill= 30 Degree (xii) Coefficient of friction between wall and soil = 0.60 (xiii) Net safe bearing pressure= 100 kN/m2arrow_forwardIf FA = 40 kN and FB = 35 kN, determine the magnitude of the resultant force and specify the location of its point of application (x, y) on the slab.arrow_forwardQ Using the picture as a guide, create a detailed estimate for a R.C.C. cantilever retaining wall that is 30 metres long.18. The weight of 10mm-diameter bars is 0'62 kg/m and that of 12mm-diameter bars is 089 kg/m. 20mm dia. and 1:58 kg/m yield 2:47 kg/m. To create the estimate, use the following rates: (1) R.C.C.work (1:2:4), including centering and shuttering bat, excluding reinforcement—Rs. 410 per cu m. (2) M. S. reinforcement costing Rs. 550 per quintal, including cutting, hooking, etc.arrow_forward
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