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A beam of length L = 20 cm and radius R = 1 cm, has a cross-bar of length b = 5 cm at one end and is held by a solid support at the other, as shown. When a force of F = 23 N is applied to the top of the cross-bar as shown, the bar breaks at the upper surface of the bar at the solid support. If you assume it broke due to tensile stress, then what is the ultimate tensile stress, UTS, of the material? Hints: see example 2 in lecture notes and slides to help you get started. Also, since you know where it breaks, you only have to consider the state of stress at that location. L b F

A beam of length L = 20 cm and radius R = 1 cm, has a cross-bar of length b = 5 cm at one end and is held by a solid support at the other, as shown. When a force of F = 23 N is applied to the top of the cross-bar as shown, the bar breaks at the upper surface of the bar at the solid support. If you assume it broke due to tensile stress, then what is the ultimate tensile stress, UTS, of the material? Hints: see example 2 in lecture notes and slides to help you get started. Also, since you know where it breaks, you only have to consider the state of stress at that location. L b F

Trigonometry (MindTap Course List)
Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
Chapter3: Additional Topics In Trigonometry
Section3.3: Vectors In The Plane
Problem 11ECP
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A beam of length L = 20 cm and radius R = 1 cm, has a cross-bar of length b = 5 cm at one end and is held by a solid support at the other, as shown. When a force of F = 23 N is applied to the top of the cross-bar as shown, the bar breaks at the upper surface of the bar at the solid support. If you assume it broke due to tensile stress, then what is the ultimate tensile stress, UTS, of the material? Hints: see example 2 in lecture notes and slides to help you get started. Also, since you know where it breaks, you only have to consider the state of stress at that location. L b F
Transcribed Image Text:A beam of length L = 20 cm and radius R = 1 cm, has a cross-bar of length b = 5 cm at one end and is held by a solid support at the other, as shown. When a force of F = 23 N is applied to the top of the cross-bar as shown, the bar breaks at the upper surface of the bar at the solid support. If you assume it broke due to tensile stress, then what is the ultimate tensile stress, UTS, of the material? Hints: see example 2 in lecture notes and slides to help you get started. Also, since you know where it breaks, you only have to consider the state of stress at that location. L b F
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