A "rigid" beam AD is supported by a smooth pin B and by vertical rods that are attached to the beam at points A and C, as shown in the Figure. Neglect the weight of the beam. The beam is horizontal when only rod (1) is attached and P= 22 kN, but rod (2) was manufacutred d' = 0.35 mm too short. Assume that rod (2) is stretched and attached to the beam at C then the load P = 22 kN is applied. [A₁= 256 mm², A₂= 160 mm² E₁-E₂= 200 GPa, a= 0.8 m, b= 2.5 m, L₁= 79 cm, L₂= 128 cm, 5'= 0.35 mm] L: (1) B a с. L₂ b What is the value of the internal force in rod (1)?
A "rigid" beam AD is supported by a smooth pin B and by vertical rods that are attached to the beam at points A and C, as shown in the Figure. Neglect the weight of the beam. The beam is horizontal when only rod (1) is attached and P= 22 kN, but rod (2) was manufacutred d' = 0.35 mm too short. Assume that rod (2) is stretched and attached to the beam at C then the load P = 22 kN is applied. [A₁= 256 mm², A₂= 160 mm² E₁-E₂= 200 GPa, a= 0.8 m, b= 2.5 m, L₁= 79 cm, L₂= 128 cm, 5'= 0.35 mm] L: (1) B a с. L₂ b What is the value of the internal force in rod (1)?
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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![A "rigid" beam AD is supported by a smooth pin B and by vertical rods that are attached to the beam at points A and C, as
shown in the Figure. Neglect the weight of the beam. The beam is horizontal when only rod (1) is attached and P= 22 kN,
but rod (2) was manufacutred d' = 0.35 mm too short. Assume that rod (2) is stretched and attached to the beam at C
then the load P = 22 kN is applied.
[A1= 256 mm², A2= 160 mm² E₁-E₂= 200 GPa, a= 0.8 m, b= 2.5 m, L₁= 79 cm, L₂= 128 cm, 5'= 0.35 mm]
L;
(1)
B
a
(2)
Cl
L2
15
b
What is the value of the internal force in rod (1)?
D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9db04c5c-cbe3-4a4a-bc51-c7dd5bab47cc%2Fe17421ea-dc86-4794-8d3c-dfe3ec1fa782%2F2204v0q_processed.png&w=3840&q=75)
Transcribed Image Text:A "rigid" beam AD is supported by a smooth pin B and by vertical rods that are attached to the beam at points A and C, as
shown in the Figure. Neglect the weight of the beam. The beam is horizontal when only rod (1) is attached and P= 22 kN,
but rod (2) was manufacutred d' = 0.35 mm too short. Assume that rod (2) is stretched and attached to the beam at C
then the load P = 22 kN is applied.
[A1= 256 mm², A2= 160 mm² E₁-E₂= 200 GPa, a= 0.8 m, b= 2.5 m, L₁= 79 cm, L₂= 128 cm, 5'= 0.35 mm]
L;
(1)
B
a
(2)
Cl
L2
15
b
What is the value of the internal force in rod (1)?
D
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