1. The bracket has disks that fit loosely on a 4 cm diameter vertical pole. The bracket stays in place by friction (u = 0.25) between the two disks and the pole. a) b) with x measured from point B c) place, determine the forces carried by members BC and CD (assume the bracket meets the assumptions for a truss) d) to x=24cm, and the bracket stays in place, diagram the internal shear forces and bending draw a free body diagram of the bracket determine the range of x where the bracket stays in place with a load W placed on BC, if a 20N load is placed at the end of the bracket (x=24cm) and the bracket stays in if member CD is removed and a 2N/cm distributed load is placed on BC from x=20cm moments in BC.

Refrigeration and Air Conditioning Technology (MindTap Course List)
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ISBN:9781305578296
Author:John Tomczyk, Eugene Silberstein, Bill Whitman, Bill Johnson
Publisher:John Tomczyk, Eugene Silberstein, Bill Whitman, Bill Johnson
Chapter50: Commercial, Packaged Rooftop, Variable Refrigerant Flow, And Variable Air Volume Systems
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I need help with part b
part d)
A
1B
10 cm
24 cm
1. The bracket has disks that fit loosely on a 4 cm diameter vertical pole. The bracket stays in
place by friction (µ = 0.25) between the two disks and the pole.
%3D
a)
b)
with x measured from point B
c)
place, determine the forces carried by members BC and CD (assume the bracket meets the
assumptions for a truss)
d)
to x=24cm, and the bracket stays in place, diagram the internal shear forces and bending
draw a free body diagram of the bracket
determine the range of x where the bracket stays in place with a load W placed on BC,
if a 20N load is placed at the end of the bracket (x=24cm) and the bracket stays in
if member CD is removed and a 2N/cm distributed load is placed on BC from x=20cm
moments in BC.
Transcribed Image Text:part d) A 1B 10 cm 24 cm 1. The bracket has disks that fit loosely on a 4 cm diameter vertical pole. The bracket stays in place by friction (µ = 0.25) between the two disks and the pole. %3D a) b) with x measured from point B c) place, determine the forces carried by members BC and CD (assume the bracket meets the assumptions for a truss) d) to x=24cm, and the bracket stays in place, diagram the internal shear forces and bending draw a free body diagram of the bracket determine the range of x where the bracket stays in place with a load W placed on BC, if a 20N load is placed at the end of the bracket (x=24cm) and the bracket stays in if member CD is removed and a 2N/cm distributed load is placed on BC from x=20cm moments in BC.
Rc = 20 kN
y
RB.
24 cm
RBx
X
C
В
10cm
R,
D
RD, sin a
RD cos a
y
Transcribed Image Text:Rc = 20 kN y RB. 24 cm RBx X C В 10cm R, D RD, sin a RD cos a y
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