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UNIT-II
Measurement of Torque (Torsion meters)
1
INTRODUCTION OF TORQUE
Torque is defined as a twisting force that tends to cause rotation.
Torque is by definition a quantity that represents the tendency of a
force to rotate an object about an axis.
Unit. 𝑁𝑚
E.g. the force generated by an internal-combustion engine to turn a
vehicle's drive or
shaft.
 The torque may be
computed by measuring
the force 𝐹 at a known
radius𝑟.
𝑇 = 𝐹𝑟
where, F = force (N)
r = radius from pivot point (r)
2
• Known mass (m) is moved along the arm so that the value of
torque (F x r) equals the torque (T) which is to be measured.
• Alternatively, magnitude of the mass may be varied, keeping
the distance r constant.
r ɣ T (m and g are constant)
mɣ T (r and g are constant)
3
• It involves a power source, power transmitter (shaft) and
a power sink(also called as power absorber or dissipator).
• This concept of bearing mounting is called cradling and
this forms the basis of most shaft power dynamometers.
4
s
p
fT C
I r l

 
• Shaft-twisting relation gives:
5
p
s
p
l
T xf
l
l C
T x
l

 
  
 
 
  
 
; T = constant x fs
; T = constant x θ
1. Mechanical Torsion Meter
6
2. Optical torsion meter
7
3. Electrical torsion meter
• Involves two sets of measurement:
1. A count of the impulse from either slotted wheel. This
count gives the frequency or shaft speed.
2. A measure of the time between pulses from the two
wheels. This signal is proportional to the twist θ of, and
hence torque T in the shaft.
8
4. Strain-gauge torsion meter
9

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Measuring Torque with Torsion Meters

  • 1. UNIT-II Measurement of Torque (Torsion meters) 1
  • 2. INTRODUCTION OF TORQUE Torque is defined as a twisting force that tends to cause rotation. Torque is by definition a quantity that represents the tendency of a force to rotate an object about an axis. Unit. 𝑁𝑚 E.g. the force generated by an internal-combustion engine to turn a vehicle's drive or shaft.  The torque may be computed by measuring the force 𝐹 at a known radius𝑟. 𝑇 = 𝐹𝑟 where, F = force (N) r = radius from pivot point (r) 2
  • 3. • Known mass (m) is moved along the arm so that the value of torque (F x r) equals the torque (T) which is to be measured. • Alternatively, magnitude of the mass may be varied, keeping the distance r constant. r ɣ T (m and g are constant) mɣ T (r and g are constant) 3
  • 4. • It involves a power source, power transmitter (shaft) and a power sink(also called as power absorber or dissipator). • This concept of bearing mounting is called cradling and this forms the basis of most shaft power dynamometers. 4 s p fT C I r l   
  • 5. • Shaft-twisting relation gives: 5 p s p l T xf l l C T x l                ; T = constant x fs ; T = constant x θ
  • 8. 3. Electrical torsion meter • Involves two sets of measurement: 1. A count of the impulse from either slotted wheel. This count gives the frequency or shaft speed. 2. A measure of the time between pulses from the two wheels. This signal is proportional to the twist θ of, and hence torque T in the shaft. 8