A long boundary wall 2.7m high and 0.4m thick is constructed of brickwork weighing 18KN/m3. If the maximum wind pressure is uniformly distributed over the whole height of the wall is 500N/m2, calculate the factor of safety against overturning neglecting any small adhesive strength between the brickwork and its base. 1- Calculate the wind pressure in Figure 6. Unit KPa/m with two decimal. 2- Calculate the restoring moment in Figure 6. Unit KN*m/m with two decimal. 3- Calculate the overturning moment in Figure 6. Unit: KN*m/m with two decimal
A long boundary wall 2.7m high and 0.4m thick is constructed of brickwork weighing 18KN/m3. If the maximum wind pressure is uniformly distributed over the whole height of the wall is 500N/m2, calculate the factor of safety against overturning neglecting any small adhesive strength between the brickwork and its base. 1- Calculate the wind pressure in Figure 6. Unit KPa/m with two decimal. 2- Calculate the restoring moment in Figure 6. Unit KN*m/m with two decimal. 3- Calculate the overturning moment in Figure 6. Unit: KN*m/m with two decimal
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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A long boundary wall 2.7m high and 0.4m thick is constructed of brickwork weighing 18KN/m3. If the maximum wind pressure is uniformly distributed over the whole height of the wall is 500N/m2, calculate the factor of safety against overturning neglecting any small adhesive strength between the brickwork and its base.
1- Calculate the wind pressure in Figure 6. Unit KPa/m with two decimal.
2- Calculate the restoring moment in Figure 6. Unit KN*m/m with two decimal.
3- Calculate the overturning moment in Figure 6. Unit: KN*m/m with two decimal
![1 m run of wall
2.7m
0.4m
(a)
Area subjected
to wind pressure
= 2.7m²
Figure 6](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F774285f2-54b8-4db1-a9b7-1060d7e57656%2Ffe248c10-8e96-435f-961a-f75edcf5c579%2Fwx95uv5_processed.png&w=3840&q=75)
Transcribed Image Text:1 m run of wall
2.7m
0.4m
(a)
Area subjected
to wind pressure
= 2.7m²
Figure 6
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