Prob. 6.2-4. A couple M, acts on the end of a slender cantile- ver beam to bend it into the arc of a circle of radius p, as shown in Fig. P6.2-4. If the depth of the beam is h = 2c = 2 in., the length of the beam is L= 10 ft, and the extensional strain in the bottom fibers is e(y = -1 in.) = 6(10-¹) in./in.. (a) determine the radius of curvature p, and (b) determine the tip deflection max- P Mo Smax L₁
Prob. 6.2-4. A couple M, acts on the end of a slender cantile- ver beam to bend it into the arc of a circle of radius p, as shown in Fig. P6.2-4. If the depth of the beam is h = 2c = 2 in., the length of the beam is L= 10 ft, and the extensional strain in the bottom fibers is e(y = -1 in.) = 6(10-¹) in./in.. (a) determine the radius of curvature p, and (b) determine the tip deflection max- P Mo Smax L₁
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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This a mechanics of material question please show all steps so your approach is easily followed. Please show Free body diagram, what is given, and what the problem is asking for. Thank you

Transcribed Image Text:Prob. 6.2-4. A couple Mo acts on the end of a slender cantile-
ver beam to bend it into the arc of a circle of radius p. as
shown in Fig. P6.2-4. If the depth of the beam is h = 2c =
2 in., the length of the beam is L= 10 ft, and the extensional
strain in the bottom fibers is e(y = -1 in.) = 6(10-¹) in./in..
(a) determine the radius of curvature p, and (b) determine
the tip deflection max-
↓
L
Mo
8max
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