A sign is supported by a steel pipe with outer diameter d. = 110 mm and inner diameter d; = 90 mm. The dimensions of the sign and center of gravity location are shown in the figure. In the region where this sign will be installed the design wind pressure is p = 2 kPa. The sign weighs Wsign = 2 KN and the steel pipe has a density p = 8 g/cm³ (you should consider self-weight in your analysis). L₁ = 3m Determine: 1. The state of stress on points A, B, C and summarize on a stress cube 2. The required yield stress of the pipe material to have a factor of safety against failure, according to von Mises theory, of 2.5 TY Pipe -2.0m- Rose's Editing Co. 1.05 m to c.g. -110 mm 1.0 m L₂ B X A

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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32.1

Problem 32.1
A sign is supported by a steel pipe with outer diameter d. = 110 mm and inner diameter d; = 90 mm. The
dimensions of the sign and center of gravity location are shown in the figure. In the region where this sign
will be installed the design wind pressure is p = 2 kPa. The sign weighs Wsign = 2 KN and the steel pipe has
a density p = 8 g/cm³ (you should consider self-weight in your analysis). L₁ = 3m
Determine:
1. The state of stress on points A, B, C and summarize on a stress cube
2. The required yield stress of the pipe material to have a factor of safety against failure, according to
von Mises theory, of 2.5
Pipe
-2.0 m-
Rose's
Editing Co.
1.05 m
to c.g.
-110 mm
1.0 m
L₁
B
O
A
Transcribed Image Text:Problem 32.1 A sign is supported by a steel pipe with outer diameter d. = 110 mm and inner diameter d; = 90 mm. The dimensions of the sign and center of gravity location are shown in the figure. In the region where this sign will be installed the design wind pressure is p = 2 kPa. The sign weighs Wsign = 2 KN and the steel pipe has a density p = 8 g/cm³ (you should consider self-weight in your analysis). L₁ = 3m Determine: 1. The state of stress on points A, B, C and summarize on a stress cube 2. The required yield stress of the pipe material to have a factor of safety against failure, according to von Mises theory, of 2.5 Pipe -2.0 m- Rose's Editing Co. 1.05 m to c.g. -110 mm 1.0 m L₁ B O A
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