Segment AB: V(x) in Newtons M(x) in Newton meters Segment BC: V(x) in Newtons M(x) in Newton meters Segment CD: V(x) in Newtons M(x) in Newton meters
Segment AB: V(x) in Newtons M(x) in Newton meters Segment BC: V(x) in Newtons M(x) in Newton meters Segment CD: V(x) in Newtons M(x) in Newton meters
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
Find:
Segment AB:
V(x) in Newtons
M(x) in Newton meters
Segment BC:
V(x) in Newtons
M(x) in Newton meters
Segment CD:
V(x) in Newtons
M(x) in Newton meters

Transcribed Image Text:A beam with rigid support at A, pin connection at C and roller at D has the geometry and loads as shown
in the figure and parameter table. Find the equations for the shear and moment as a function of x in each
segment of the beam.
Follow the sign convention that positive shear tends to rotate the object clockwise, and a positive moment
would tend to bend the object concave up. Take the origin for all functions to be at A.
В
|C
D
parameter
value
units
1080
N-m
350
N/m
L1
L2
L3
3
m
4
Segment AB (0 m <x < 3 m)
V (2) =
N
M(x) =
N-m
Segment BC (3 m <x < 7 m)
V(x) =
N
M(r)
N-m
Segment CD (7 m <x < 10 m)
V(z) =
M(x)
N-m
3.
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