The U shape shown has dimensions of b-390 mm, d=195 mm, t - 24 mm, and tw 18 mm. A vertical shear force of V = 130 kN acts on the cross section. Determine the shear stress at points A-E. Assume a = 130 mm. = 62.387 N 22 1₂= 58911526.524 TA E D 2 mm Calculate the distance in the y-direction from the bottom edge of the cross-section to the centroid. Then calculate the area moment of inertia around the horizontal centroidal axis for the cross-section. Answer: 1 mm a O BO Point A is a free surface. Determine the shear stress magnitude at point A. Answer: MPa
The U shape shown has dimensions of b-390 mm, d=195 mm, t - 24 mm, and tw 18 mm. A vertical shear force of V = 130 kN acts on the cross section. Determine the shear stress at points A-E. Assume a = 130 mm. = 62.387 N 22 1₂= 58911526.524 TA E D 2 mm Calculate the distance in the y-direction from the bottom edge of the cross-section to the centroid. Then calculate the area moment of inertia around the horizontal centroidal axis for the cross-section. Answer: 1 mm a O BO Point A is a free surface. Determine the shear stress magnitude at point A. Answer: MPa
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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Transcribed Image Text:The Ushape shown has dimensions of b=390 mm, d=195 mm, t - 24 mm, and tw- 18 mm. A vertical shear force of V = 130 kN acts
on the cross section. Determine the shear stress at points A-E. Assume a = 130 mm.
= 62.387
1₂=58911526.524
N
E
TA- i
D
mm
1
2
Calculate the distance in the y-direction from the bottom edge of the cross-section to the centroid. Then calculate the area
moment of inertia around the horizontal centroidal axis for the cross-section.
Answer:
mm*
a
O
BO
Point A is a free surface. Determine the shear stress magnitude at point A.
Answer:
MPa
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