12. Consider an elastic straight beam of length L = 10n m, with square cross-section of side a = 5 mm, and Young's modulus E = 200 %3D GPa. This straight beam was bent in such a way that the two ends meet, to form a circle of mean radius R. Assuming that Euler- Bernoulli beam theory is applicable to this bending problem, the maximum tensile bending stress in the bent beam is MPa. R L Ends of the beam

Structural Analysis
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Chapter2: Loads On Structures
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12. Consider an elastic straight beam of length
L = 10t m, with square cross-section of side
L = 10n m, with square cross-section of sid.
%3D
a = 5 mm, and Young's modulus E = 200
a =
GPa. This straight beam was bent in such a
way
that the two ends meet, to form a circle
of mean radius R. Assuming that Euler.
Bernoulli beam theory is applicable to this
bending problem, the maximum tensile
bending stress
in the
bent beam is
MPa.
R
L
Ends of the beam
Transcribed Image Text:12. Consider an elastic straight beam of length L = 10t m, with square cross-section of side L = 10n m, with square cross-section of sid. %3D a = 5 mm, and Young's modulus E = 200 a = GPa. This straight beam was bent in such a way that the two ends meet, to form a circle of mean radius R. Assuming that Euler. Bernoulli beam theory is applicable to this bending problem, the maximum tensile bending stress in the bent beam is MPa. R L Ends of the beam
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