A flitch beam can be fabricated by sandwiching two steel plates (2) between three wood boards (1). Dimensions for the cross section are b- 1.2 in., d= 7.3 in., and t-0.30 in. The elastic moduli of the wood and steel are E - 1700 ksi and E2 -31500 ksi, respectively. For a bending moment of M, - +13.5 kip-ft, determine: (a) the normal stress in each material at point H, which is located at a distance of a - 1.8 in. above the z centroidal axis. (b) the normal strain in each material at point H. (c) the magnitudes of the maximum bending stress in each material. (2) d (1) (1) (1) b Answer: (a) Owood(H) - i psi Osteel(H) = i psi (b) Ewood(H) " HE Esteel(H) - (c) Owood(max)- psi Osteel(max)- psi

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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A flitch beam can be fabricated by sandwiching two steel plates (2) between three wood boards (1). Dimensions for the cross section
are b= 1.2 in., d = 7.3 in., andt-0.30 in. The elastic moduli of the wood and steel are E = 1700 ksi and E2 = 31500 ksi, respectively.
For a bending moment of M, = +13.5 kip-ft, determine:
(a) the normal stress in each material at point H, which is located at a distance of a = 1.8 in. above the z centroidal axis.
(b) the normal strain in each material at point H.
(c) the magnitudes of the maximum bending stress in each material.
(2)
(2)
a
(1)
(1)
b.
Answer:
(a) Owood(H) =
i
psi
Osteel(H) -
i
psi
(b) Ewood(H) =
i
Esteel(H) =
με
(c) Owood(max) =
psi
Osteel(max) =
psi
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Transcribed Image Text:Current Attempt in Progress A flitch beam can be fabricated by sandwiching two steel plates (2) between three wood boards (1). Dimensions for the cross section are b= 1.2 in., d = 7.3 in., andt-0.30 in. The elastic moduli of the wood and steel are E = 1700 ksi and E2 = 31500 ksi, respectively. For a bending moment of M, = +13.5 kip-ft, determine: (a) the normal stress in each material at point H, which is located at a distance of a = 1.8 in. above the z centroidal axis. (b) the normal strain in each material at point H. (c) the magnitudes of the maximum bending stress in each material. (2) (2) a (1) (1) b. Answer: (a) Owood(H) = i psi Osteel(H) - i psi (b) Ewood(H) = i Esteel(H) = με (c) Owood(max) = psi Osteel(max) = psi Attempts: 0 of 1 used Submit Answer Save for Later
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