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5.2 Calculate the distribution of displacements and forces at the cantilevered and free
ends of the beam of Fig. P5.2.
Partial Answer
:
x
(
ft
)w(
in
.)
θ
V
(
lb
)
M
(
in
.
−
lb
)
0
0
0
5000
−
1
,
512
,
000
10
−
3
18
0
.
112
−
0
.
8748
×
3000
−
432
,
000
10
−
2
30
0
.
250
−
0
.
1004
×
0
0
FIGURE P5.2
5.3 Determine the bending moment and deflection at midspan of the beam of Fig. P5.3.
Answer:
M
=
104
.
2 Nm,
w
=
0
.
00755 mm
FIGURE P5.3
5.4 Find t
he
displacem
en
ts and net intern
al f
orces along the beam of Fig. P5.4, if
p
0
=
200
N/m,
P
=
500 N,
M
b
=
300 Nm, and
M
c
=
100 Nm.
Partial Answer:
x
(
m
)w(
mm
)
θ (
rad
)
V
(
N
)
M
(
Nm
)
0
0
0
837
.
5
−
375
.
0
10
−
5
1
0
.
0134
0
.
248
×
137
.
5
62
.
5
10
−
4
2
0
0
.
258
×
−
62
.
5
100
.
0
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