Three solid bars, each with square cross sections, make up the axial assembly shown.  Two loads of P = 31 kN are applied to the assembly at flange B, two loads of Q = 21 kN are applied at C, and one load of R = 53 kN is applied at end D. Bar (1) has a width of b1 = 100 mm.  Calculate the width b2 required for bar (2) if the normal stress magnitude in bar (2) must equal the normal stress magnitude in bar (1).

Mechanics of Materials (MindTap Course List)
9th Edition
ISBN:9781337093347
Author:Barry J. Goodno, James M. Gere
Publisher:Barry J. Goodno, James M. Gere
Chapter11: Columns
Section: Chapter Questions
Problem 11.6.2P: ]11.6-2 A brass bar (E = 100 GPa) with a square cross section is subjected to axial forces having a...
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Three solid bars, each with square cross sections, make up the axial assembly shown.  Two loads of = 31 kN are applied to the assembly at flange B, two loads of = 21 kN are applied at C, and one load of = 53 kN is applied at end D. Bar (1) has a width of b1 = 100 mm.  Calculate the width b2 required for bar (2) if the normal stress magnitude in bar (2) must equal the normal stress magnitude in bar (1).

Three solid bars, each with square cross sections, make up the axial assembly shown. Two loads of P = 31 kN are applied to the
assembly at flange B, two loads of Q = 21 kN are applied at C, and one load of R = 53 kN is applied at end D. Bar (1) has a width of b₁ =
100 mm. Calculate the width b2 required for bar (2) if the normal stress magnitude in bar (2) must equal the normal stress magnitude
in bar (1).
P
(1)
R
(3)
P
C
A
Answer:
b₂ =
i
B
mm
↑ D
Transcribed Image Text:Three solid bars, each with square cross sections, make up the axial assembly shown. Two loads of P = 31 kN are applied to the assembly at flange B, two loads of Q = 21 kN are applied at C, and one load of R = 53 kN is applied at end D. Bar (1) has a width of b₁ = 100 mm. Calculate the width b2 required for bar (2) if the normal stress magnitude in bar (2) must equal the normal stress magnitude in bar (1). P (1) R (3) P C A Answer: b₂ = i B mm ↑ D
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