ever beam consists of two sections, the first is a straight section, AB, of length, L, and the second is a curved section, BC, with a radius of a. The elastic modulus, E, is constant. The beam has a rectangular cross-section of length b (width and height of the cross-section are both equal to b). Disregard the width of the beam and use centreline dimensions when making calculations.
ever beam consists of two sections, the first is a straight section, AB, of length, L, and the second is a curved section, BC, with a radius of a. The elastic modulus, E, is constant. The beam has a rectangular cross-section of length b (width and height of the cross-section are both equal to b). Disregard the width of the beam and use centreline dimensions when making calculations.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![A cantilever beam consists of two sections, the first is a straight section, AB, of length, L, and the
second is a curved section, BC, with a radius of a. The elastic modulus, E, is constant. The beam has a
rectangular cross-section of length b (width and height of the cross-section are both equal to b).
Disregard the width of the beam and use centreline dimensions when making calculations.
A
L
B
a
a) Use energy methods to calculate the vertical deflection of point C
P
O](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F355c1ca4-559b-4c43-b096-97d933ae0552%2Ff5118ff4-b644-4826-9d08-b1971509a180%2F9w00kmk_processed.png&w=3840&q=75)
Transcribed Image Text:A cantilever beam consists of two sections, the first is a straight section, AB, of length, L, and the
second is a curved section, BC, with a radius of a. The elastic modulus, E, is constant. The beam has a
rectangular cross-section of length b (width and height of the cross-section are both equal to b).
Disregard the width of the beam and use centreline dimensions when making calculations.
A
L
B
a
a) Use energy methods to calculate the vertical deflection of point C
P
O
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Transcribed Image Text:Use energy methods to calculate the horizontal deflection of point C
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