Refer to Figure P2.79 but assume that the cantilevered beam loaded by a force F is made of steel. Strain gauges R 1 , R 2 , R 3 , and R 4 are attached to the beam and connected in the circuit shown. The force causes a tension stress on the top of the beam that causes the length (and therefore the resistance) of R 1 and R 4 to increase and a compression stress on the bottom of the beam that causes the length (and therefore the resistance) of R 2 and R 3 to decrease. The result is a voltage v B A across nodes B and A.Determine this voltage if F = 1.3 MN and R σ = 1 k Ω v s = 24 V L = 1.7 m w = 3 mm h = 7 cm Y = 200 GN/m 2
Refer to Figure P2.79 but assume that the cantilevered beam loaded by a force F is made of steel. Strain gauges R 1 , R 2 , R 3 , and R 4 are attached to the beam and connected in the circuit shown. The force causes a tension stress on the top of the beam that causes the length (and therefore the resistance) of R 1 and R 4 to increase and a compression stress on the bottom of the beam that causes the length (and therefore the resistance) of R 2 and R 3 to decrease. The result is a voltage v B A across nodes B and A.Determine this voltage if F = 1.3 MN and R σ = 1 k Ω v s = 24 V L = 1.7 m w = 3 mm h = 7 cm Y = 200 GN/m 2
Solution Summary: The author calculates the voltage between the nodes a and b, based on the given diagram.
Refer to Figure P2.79 but assume that the cantilevered beam loaded by a force F is made of steel. Strain gauges
R
1
,
R
2
,
R
3
,
and
R
4
are attached to the beam and connected in the circuit shown. The force causes a tension stress on the top of the beam that causes the length (and therefore the resistance) of
R
1
and
R
4
to increase and a compression stress on the bottom of the beam that causes the length (and therefore the resistance) of
R
2
and
R
3
to decrease. The result is a voltage
v
B
A
across nodes B and A.Determine this voltage if
F
=
1.3
MN
and
R
σ
=
1
k
Ω
v
s
=
24
V
L
=
1.7
m
w
=
3
mm
h
=
7
cm
Y
=
200
GN/m
2
Draw the equation by using Hand not Ai then solve using double integral
please i need expert answer
calculete all the parameters (g11/g12/g21/g22 and r11/r12/r21/r22) for the representations: voltage controlled and current controlled.voltage controlledi1=g11v1+g12v2i2=g21v1+g22v2current controlledv1=r11i1+r22i2v2=r21i1+r22i2
Don't use ai to answer I will report you answer
Chapter 2 Solutions
Principles and Applications of Electrical Engineering
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