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Clutch
Introduction
Definition:
A clutch is a machine member used to connect a driving shaft to a driven
shaft so that the driven shaft may be started or stopped at will, without
stopping the driving shaft.
Types of Clutches:
1.Positive clutches:
The positive clutches are used when a positive drive is required. The
simplest type of a positive clutch is a jaw or claw clutch.
2.Friction clutches:
These clutches are more common; in which two or more rotating surfaces
are pressed to gather with normal force to create a friction torque.
Positive Contact Clutches
Department of Mechanical Engineering 3
• The jaw clutch permits one shaft to drive another through a direct
contact of interlocking jaws.
• It consists of two halves, One half is fixed and the other can move along the
axis, Jaws of moving half enter into socket of mating half
• Eg. Square jaw, spiral jaw
Advantages
• No slip and positive engagement
• No heat during engagement/disengagement
Drawbacks
• Engagement only when stationary or rotate at very low speed
• High speed engagement results in shocks
FRICTION CLUTCHES:
A friction clutch has its principal application in the transmission of
power of shafts and machines which must be started and stopped
frequently.
The force of friction is used to start the driven shaft from rest and
gradually brings it up to the proper speed without excessive slipping of
the friction surfaces.
In automobiles, friction clutch is used to connect the engine to the
driven shaft.
Considerations in Designing a Friction Clutch
The following considerations must be kept in mind while designing a friction
clutch.
1. The suitable material forming the contact surfaces should be selected.
2. The moving parts of the clutch should have low weight in order to minimize
the inertia load, especially in high speed service.
3. The clutch should not require any external force to maintain contact of the
friction surfaces.
4. The provision for taking up wear of the contact surfaces must be provided.
5. The clutch should have provision for facilitating repairs.
6. The clutch should have provision for carrying away the heat generated at the
contact surfaces.
Types of Friction Clutches
1. Disc or plate clutches (single disc or multiple disc
clutch),
2. Cone clutches, and
3. Centrifugal clutches.
 Note : The disc and cone clutches are known as axial
friction clutches, while the centrifugal clutch is called
radial friction clutch
SINGLE DISC OR PLATE CLUTCH:
 A single disc or plate clutch, as shown in Fig.1, consists of a clutch
plate whose both sides are faced with a friction material
 It is mounted on the hub which is free to move axially along the
splines of the driven shaft.
 The pressure plate is mounted inside the clutch body which is
bolted to the flywheel.
 Both the pressure plate and the flywheel rotate with the engine
crankshaft or the driving shaft.
 The pressure plate pushes the clutch plate towards the flywheel by
a set of strong springs which are arranged radially inside the body.
 These are arranged in such a manner so that the pressure plate moves
away from the flywheel by the inward movement of a thrust bearing.
 The three levers (also known as release levers or fingers) are carried on
pivots suspended from the case of the body.
 The bearing is mounted upon a forked shaft and moves forward when
the clutch pedal is pressed.
 When the clutch pedal is pressed down, its linkage forces the thrust
release bearing to move in towards the flywheel and pressing the
longer ends of the levers inward.
 The levers are forced to turn on their suspended pivot and the pressure
plate moves away from the flywheel by the knife edges, thereby
compressing the clutch springs.
 This action removes the pressure from the clutch plate and thus
moves back from the flywheel and the driven shaft becomes
stationary.
 On the other hand, when the foot is taken off from the clutch pedal,
the thrust bearing moves back by the levers.
 This allows the springs to extend and thus the pressure plate pushes
the clutch plate back towards the flywheel.
 The axial pressure exerted by the spring provides a frictional force
in the circumferential direction when the relative motion between
the driving and driven members tends to take place.
Design of a Disc or Plate Clutch
Consider two friction surfaces maintained in contact by an axial thrust
(W ) as shown in Fig. (a)
Considering an elementary ring of radius r and thickness dr as
shown in Fig.
We know that area of the contact surface or friction surface = 2π r.dr
Normal or axial force on the ring,
δW = Pressure × Area = p × 2π r.dr
Frictional force on the ring acting tangentially at radius r,
Fr = μ × δW = μ.p × 2π r.dr
Frictional torque acting on the ring,
Tr = Fr × r
= μ.p × 2π r.dr × r = 2 π μ p. r2.dr
 Considering Two Cases

6. In case of a new clutch, the intensity of pressure is approximately
uniform, but in an old clutch, the uniform wear theory is more
approximate.
7. The uniform pressure theory gives a higher friction torque than the
uniform wear theory. Therefore in case of friction clutches, uniform
wear should be considered, unless otherwise stated.
MULTIPLE DISC CLUTCH
A multiple disc clutch, as shown in Fig. 2, may be used when a
large torque is to be transmitted.
The inside discs (usually of steel) are fastened to the driven
shaft to permit axial motion
The outside discs (usually of bronze) are held by bolts and are
fastened to the housing which is keyed to the driving shaft.
The multiple disc clutches are extensively used in motor cars,
machine tools etc.
Cone Clutch
 A cone clutch, as shown in Fig, was extensively used in
automobiles, but now-a-days it has been replaced completely by
the disc clutch.
 It consists of one pair of friction surface only. In a cone clutch, the
driver is keyed to the driving shaft by a sunk key and has an inside
conical surface or face which exactly fits into the outside conical
surface of the driven.
 The driven member resting on the feather key in the driven shaft,
may be shifted along the shaft by a forked lever provided at B, in
order to engage the clutch by bringing the two conical surfaces in
contact.
 Due to the frictional resistance set up at this contact surface, the
torque is transmitted from one shaft to another.
 In some cases, a spring is placed around the driven shaft in contact
with the hub of the driven.
 This spring holds the clutch faces in contact and maintains the
pressure between them, and the forked lever is used only for
disengagement of the clutch.
 The contact surfaces of the clutch may be metal to metal contact,
but more often the driven member is lined with some material like
wood, leather, cork or asbestos etc.
 The material of the clutch faces (i.e. contact surfaces) depends
upon the allowable normal pressure and the coefficient of friction
Design of a Cone Clutch
 Consider a pair of friction surfaces of a cone clutch as shown in
Fig. 24.7.
 A little consideration will show that the area of contact of a pair of
friction surface
Consider a small ring of radius r and thickness dr as shown in Fig . Let
dl is the length of ring of the friction surface, such that,
dl = dr cosec α
∴ Area of ring = 2πr. dl = 2πr dr cosec α
We shall now consider the following two cases :
1. When there is a uniform pressure, and
2. When there is a uniform wear.
1. Considering uniform pressure
We know that the normal force acting on the ring,
δWn = Normal pressure × Area of ring = pn × 2π r.dr cosec α
and the axial force acting on the ring,
δW = Horizontal component of δWn (i.e. in the direction of W)
= δWn× sin α = pn × 2π r.dr cosec α × sin α = 2π × pn.r.dr
∴ Total axial load transmitted to the clutch or the axial spring force required
The following points may be noted for a cone clutch :
1. The above equations are valid for steady operation of the clutch
and after the clutch is engaged.
2. If the clutch is engaged when one member is stationary and the
other rotating (i.e. during engagement of the clutch) as shown in Fig.
24.8 (b), then the cone faces will tend to slide on each other due to the
presence of relative motion.
 Thus an additional force (of magnitude μ.Wn cos α) acts on the
clutch which resists the engagement, and the axial force required
for engaging the clutch increases.
∴ Axial force required for engaging the clutch,
We = W + μ.Wn cos α = Wn. sin α + μ Wn cos α = W n (sin α + μ cos α)
 It has been found experimentally that the term (μ Wn.cos α) is only
25 percent effective.
∴ We = Wnsin α + 0.25 μ Wn cos α = Wn (sin α + 0.25 μ cos α
3. Under steady operation of the clutch, a decrease in the semi-cone
angle (α) increases the torque produced by the clutch (T ) and reduces
the axial force (W ).
 During engaging period, the axial force required for engaging the
clutch (We ) increases under the influence of friction as the angle α
decreases.
 The value of α can not be decreased much because smaller semi-cone
angle (α) requires larger axial force for its disengagement.
 If the clutch is to be designed for free disengagement, the value of tan
α must be greater than μ.
 In case the value of tan α is less than μ, the clutch will not disengage
itself and axial force required to disengage the clutch is given by
Wd = W n ( μ cos α – sin α)
Centrifugal Clutch
 The centrifugal clutches are usually incorporated into the motor
pulleys.
 It consists of a number of shoes on the inside of a rim of the pulley,
as shown in Fig. 24.10.
 The outer surface of the shoes are covered with a friction material.
These shoes, which can move radially in guides, are held against
the boss (or spider) on the driving shaft by means of springs.
 The springs exert a radially inward force which is assumed
constant. The weight of the shoe, when revolving causes it to exert
a radially outward force (i.e. centrifugal force).
 The magnitude of this centrifugal force depends upon the speed at
 A little consideration will show that when the centrifugal force is
less than the spring force, the shoe remains in the same position
as when the driving shaft was stationary,
 but when the centrifugal force is equal to the spring force, the
shoe is just floating.
 When the centrifugal force exceeds the spring force, the shoe
moves outward and comes into contact with the driven member
and presses against it.
Design of a Centrifugal Clutch
 In designing a centrifugal clutch, it is required to determine the weight of the shoe, size of
the shoe and dimensions of the spring.
 The following procedure may be adopted for the design of a centrifugal clutch.
1. Mass of the shoes
Consider one shoe of a centrifugal clutch as shown in Fig. 24.11.
Let m = Mass of each shoe,
n = Number of shoes,
CLUTCH.pptx, type of clutch and design clutch
CLUTCH.pptx, type of clutch and design clutch
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Call for Papers - African Journal of Biological Sciences, E-ISSN: 2663-2187, ...
Call for Papers - African Journal of Biological Sciences, E-ISSN: 2663-2187, ...Call for Papers - African Journal of Biological Sciences, E-ISSN: 2663-2187, ...
Call for Papers - African Journal of Biological Sciences, E-ISSN: 2663-2187, ...
 

CLUTCH.pptx, type of clutch and design clutch

  • 2. Introduction Definition: A clutch is a machine member used to connect a driving shaft to a driven shaft so that the driven shaft may be started or stopped at will, without stopping the driving shaft. Types of Clutches: 1.Positive clutches: The positive clutches are used when a positive drive is required. The simplest type of a positive clutch is a jaw or claw clutch. 2.Friction clutches: These clutches are more common; in which two or more rotating surfaces are pressed to gather with normal force to create a friction torque.
  • 3. Positive Contact Clutches Department of Mechanical Engineering 3 • The jaw clutch permits one shaft to drive another through a direct contact of interlocking jaws. • It consists of two halves, One half is fixed and the other can move along the axis, Jaws of moving half enter into socket of mating half • Eg. Square jaw, spiral jaw Advantages • No slip and positive engagement • No heat during engagement/disengagement Drawbacks • Engagement only when stationary or rotate at very low speed • High speed engagement results in shocks
  • 4. FRICTION CLUTCHES: A friction clutch has its principal application in the transmission of power of shafts and machines which must be started and stopped frequently. The force of friction is used to start the driven shaft from rest and gradually brings it up to the proper speed without excessive slipping of the friction surfaces. In automobiles, friction clutch is used to connect the engine to the driven shaft.
  • 5. Considerations in Designing a Friction Clutch The following considerations must be kept in mind while designing a friction clutch. 1. The suitable material forming the contact surfaces should be selected. 2. The moving parts of the clutch should have low weight in order to minimize the inertia load, especially in high speed service. 3. The clutch should not require any external force to maintain contact of the friction surfaces. 4. The provision for taking up wear of the contact surfaces must be provided. 5. The clutch should have provision for facilitating repairs. 6. The clutch should have provision for carrying away the heat generated at the contact surfaces.
  • 6. Types of Friction Clutches 1. Disc or plate clutches (single disc or multiple disc clutch), 2. Cone clutches, and 3. Centrifugal clutches.  Note : The disc and cone clutches are known as axial friction clutches, while the centrifugal clutch is called radial friction clutch
  • 7. SINGLE DISC OR PLATE CLUTCH:
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  • 10.  A single disc or plate clutch, as shown in Fig.1, consists of a clutch plate whose both sides are faced with a friction material  It is mounted on the hub which is free to move axially along the splines of the driven shaft.  The pressure plate is mounted inside the clutch body which is bolted to the flywheel.  Both the pressure plate and the flywheel rotate with the engine crankshaft or the driving shaft.  The pressure plate pushes the clutch plate towards the flywheel by a set of strong springs which are arranged radially inside the body.
  • 11.  These are arranged in such a manner so that the pressure plate moves away from the flywheel by the inward movement of a thrust bearing.  The three levers (also known as release levers or fingers) are carried on pivots suspended from the case of the body.  The bearing is mounted upon a forked shaft and moves forward when the clutch pedal is pressed.  When the clutch pedal is pressed down, its linkage forces the thrust release bearing to move in towards the flywheel and pressing the longer ends of the levers inward.  The levers are forced to turn on their suspended pivot and the pressure plate moves away from the flywheel by the knife edges, thereby compressing the clutch springs.
  • 12.  This action removes the pressure from the clutch plate and thus moves back from the flywheel and the driven shaft becomes stationary.  On the other hand, when the foot is taken off from the clutch pedal, the thrust bearing moves back by the levers.  This allows the springs to extend and thus the pressure plate pushes the clutch plate back towards the flywheel.  The axial pressure exerted by the spring provides a frictional force in the circumferential direction when the relative motion between the driving and driven members tends to take place.
  • 13. Design of a Disc or Plate Clutch Consider two friction surfaces maintained in contact by an axial thrust (W ) as shown in Fig. (a)
  • 14. Considering an elementary ring of radius r and thickness dr as shown in Fig. We know that area of the contact surface or friction surface = 2π r.dr Normal or axial force on the ring, δW = Pressure × Area = p × 2π r.dr Frictional force on the ring acting tangentially at radius r, Fr = μ × δW = μ.p × 2π r.dr Frictional torque acting on the ring, Tr = Fr × r = μ.p × 2π r.dr × r = 2 π μ p. r2.dr
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  • 19. 6. In case of a new clutch, the intensity of pressure is approximately uniform, but in an old clutch, the uniform wear theory is more approximate. 7. The uniform pressure theory gives a higher friction torque than the uniform wear theory. Therefore in case of friction clutches, uniform wear should be considered, unless otherwise stated.
  • 21. A multiple disc clutch, as shown in Fig. 2, may be used when a large torque is to be transmitted. The inside discs (usually of steel) are fastened to the driven shaft to permit axial motion The outside discs (usually of bronze) are held by bolts and are fastened to the housing which is keyed to the driving shaft. The multiple disc clutches are extensively used in motor cars, machine tools etc.
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  • 24.  A cone clutch, as shown in Fig, was extensively used in automobiles, but now-a-days it has been replaced completely by the disc clutch.  It consists of one pair of friction surface only. In a cone clutch, the driver is keyed to the driving shaft by a sunk key and has an inside conical surface or face which exactly fits into the outside conical surface of the driven.  The driven member resting on the feather key in the driven shaft, may be shifted along the shaft by a forked lever provided at B, in order to engage the clutch by bringing the two conical surfaces in contact.  Due to the frictional resistance set up at this contact surface, the torque is transmitted from one shaft to another.
  • 25.  In some cases, a spring is placed around the driven shaft in contact with the hub of the driven.  This spring holds the clutch faces in contact and maintains the pressure between them, and the forked lever is used only for disengagement of the clutch.  The contact surfaces of the clutch may be metal to metal contact, but more often the driven member is lined with some material like wood, leather, cork or asbestos etc.  The material of the clutch faces (i.e. contact surfaces) depends upon the allowable normal pressure and the coefficient of friction
  • 26. Design of a Cone Clutch  Consider a pair of friction surfaces of a cone clutch as shown in Fig. 24.7.  A little consideration will show that the area of contact of a pair of friction surface
  • 27. Consider a small ring of radius r and thickness dr as shown in Fig . Let dl is the length of ring of the friction surface, such that, dl = dr cosec α ∴ Area of ring = 2πr. dl = 2πr dr cosec α
  • 28. We shall now consider the following two cases : 1. When there is a uniform pressure, and 2. When there is a uniform wear. 1. Considering uniform pressure We know that the normal force acting on the ring, δWn = Normal pressure × Area of ring = pn × 2π r.dr cosec α and the axial force acting on the ring, δW = Horizontal component of δWn (i.e. in the direction of W) = δWn× sin α = pn × 2π r.dr cosec α × sin α = 2π × pn.r.dr
  • 29. ∴ Total axial load transmitted to the clutch or the axial spring force required
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  • 33. The following points may be noted for a cone clutch : 1. The above equations are valid for steady operation of the clutch and after the clutch is engaged.
  • 34. 2. If the clutch is engaged when one member is stationary and the other rotating (i.e. during engagement of the clutch) as shown in Fig. 24.8 (b), then the cone faces will tend to slide on each other due to the presence of relative motion.  Thus an additional force (of magnitude μ.Wn cos α) acts on the clutch which resists the engagement, and the axial force required for engaging the clutch increases. ∴ Axial force required for engaging the clutch, We = W + μ.Wn cos α = Wn. sin α + μ Wn cos α = W n (sin α + μ cos α)  It has been found experimentally that the term (μ Wn.cos α) is only 25 percent effective. ∴ We = Wnsin α + 0.25 μ Wn cos α = Wn (sin α + 0.25 μ cos α
  • 35. 3. Under steady operation of the clutch, a decrease in the semi-cone angle (α) increases the torque produced by the clutch (T ) and reduces the axial force (W ).  During engaging period, the axial force required for engaging the clutch (We ) increases under the influence of friction as the angle α decreases.  The value of α can not be decreased much because smaller semi-cone angle (α) requires larger axial force for its disengagement.  If the clutch is to be designed for free disengagement, the value of tan α must be greater than μ.  In case the value of tan α is less than μ, the clutch will not disengage itself and axial force required to disengage the clutch is given by Wd = W n ( μ cos α – sin α)
  • 36. Centrifugal Clutch  The centrifugal clutches are usually incorporated into the motor pulleys.  It consists of a number of shoes on the inside of a rim of the pulley, as shown in Fig. 24.10.  The outer surface of the shoes are covered with a friction material. These shoes, which can move radially in guides, are held against the boss (or spider) on the driving shaft by means of springs.  The springs exert a radially inward force which is assumed constant. The weight of the shoe, when revolving causes it to exert a radially outward force (i.e. centrifugal force).  The magnitude of this centrifugal force depends upon the speed at
  • 37.  A little consideration will show that when the centrifugal force is less than the spring force, the shoe remains in the same position as when the driving shaft was stationary,  but when the centrifugal force is equal to the spring force, the shoe is just floating.  When the centrifugal force exceeds the spring force, the shoe moves outward and comes into contact with the driven member and presses against it.
  • 38. Design of a Centrifugal Clutch  In designing a centrifugal clutch, it is required to determine the weight of the shoe, size of the shoe and dimensions of the spring.  The following procedure may be adopted for the design of a centrifugal clutch. 1. Mass of the shoes Consider one shoe of a centrifugal clutch as shown in Fig. 24.11. Let m = Mass of each shoe, n = Number of shoes,