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[1]
Determine the horizontal deflection at C. The cross-sectional area of each
member is indicated. Assume the members are pin-connected at their end
points. E= 29 X 103 ksi. Use the method of virtual work.
10 pts.
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[2]
The cross-sectional area of
each member is indicated in the figure. E =29 X 106 psi. Assume
all the members pin-connected at their end points.
(a) If member EB has been fabricated 0.2 in. too short, find the vertical
deflection at C.
(b) If members AB and BC experience a temperature increase of
DT = 200o F and a
= 2 X 10 - 6 /oF. Determine the vertical deflection
at B.
10 pts.
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[3]
Determine the horizontal deflection at C. If members AB and BC experience a
temperature increase of DT = 160o F
and a = 2 X 10 - 6 /oF.
E =29 X 106 psi. Take A = 2 in2. Assume
all the members pin-connected at their end points and loads are applied at
the joints.
10 pts.
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[4]
Determine the vertical deflection of the truss at F. The AE is the constant
for all members. Assume all the members are pin-connected at their end
points. Use the method of virtual work.
10 pts.
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[5]
Determine the vertical deflection at C. The cross-sectional area of each
member is indicated in the figure. Assume the members are pin-connected
at their end points. E = 29 X 103 ksi. Use the method of
virtual work.
10 pts.
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[6]
Determine the deflection at the centerline,
d25 ft, and and slope at the right end,
q50 ft, of the beam. I= 2100
in4 and E = 29 X 103 ksi.
10 pts.
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[7]
Calculate the slope, q10 ft, and
the deflection, d10 ft from the left end
of the beam using virtual work. E = 29 X 103 ksi.
10 pts.
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[8]
Calculate the slope, q20 ft, and
the deflection, d20 ft from the left end
or beam using virtual work. E = 29 X 103 ksi and
I = 2250 in4.
10 pts.
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[9]
Calculate the deflection of the beam at the center,
d20 ft. E = 29 X 103 ksi.
10 pts.
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[10]
Find qA,
dA,
qB, and
dB. E = 29 X 103 ksi.
10 pts.
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