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Levers
A lever is a rigid bar that pivots (rotates) about a fixed
point. Levers are used to change the magnitude,
direction, or speed of forces that act on an object.
Levers are simple machines used to obtain a Mechanical
Advantage.
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What Is a Lever?A lever can be a bar or rod that rotates on a pivot, called a fulcrum.
When an unbalanced force is applied to the lever, the lever rotates about the fulcrum
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Parts of a Lever
Distance From Fulcrum to The
Effort
Load or Resistance
FULCRUM
Force or Effort
Distance From Fulcrum to The
Resistance
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Class 1 LeverThe Fulcrum lies between the Resistance and the Effort
10 Inches
Load or Resistance
FULCRUM
Force or Effort
10 Inches
Note: The movement of the force and the resistance are in opposite directions.
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Note that in this example the masses are different, but the distances from the fulcrum are equal. The lever rotates about
the fulcrum. The unbalanced force that causes the lever to rotate is called a Torque
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Class 2 Lever
Note: The direction of the force, and the movement of the resistance are in the same direction.
10 Inches
Load or Resistance
FULCRUMForce or Effort
10 Inches
The resistance is between the Effort and the Fulcrum
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Note: In this example the Effort acts further from the Fulcrum then the Resistance. The force (in lbs.) needed to move the resistance is less than the weight of the resistance (in lbs.)
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Class 3 Lever
10 Inches
Load or Resistance
FULCRUM
Force or Effort
10 Inches
The Effort is between the Resistance and the Fulcrum
Note: The direction of the force, and the movement of the resistance are in
the same direction.
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Third class levers are used to increase the rate of motion (speed) of an object with respect to the speed of the force
acting on the object. In this example the Resistance moves twice as far (fast) as the effort (force) acting on it.
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Mechanical Advantage
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Theoretical Mechanical AdvantageThe ratio between the Output force and the
Input force of a lever system.
10 feet 1 foot
100 lbs. 1000 lbs.
Center of MassCenter of Effort
Output Force = 1000 lb.Input Force = 100 lb.
Theoretical Mechanical Advantage = 10:1
Force or Effort Load or Resistance
100lb x 10ft. = 1000lb. X 1ft.
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Calculating Mechanical AdvantageEffort x Distance = Resistance x Distance
10 feet 1 foot
100 lbs. 1000 lbs.
Center of MassCenter of Effort
Input Force = 100 ft.lbs.
Force or Effort Load or Resistance
Output Force = 1000 ft. lbs.
100lb x 10ft. = 1000lb. X 1ft.
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If the Effort x distance from the fulcrum is not equal to the the Resistance x distance from the fulcrum, then;
100 lbs. x 20 ft. = 500 x 15 ft.
20 Feet
15 Feet
100 lbs.
500 lbs.
The Lever System is Unbalanced
Force or Effort
100 lbs.
Load or Resistance
2000 lb.ft. = 7500 lb. ft.
A net torque of 5500 ft. lbs is created
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Example: When the loads are equal but the distances are not, the lever is not balanced.
100 x 10 = 100 x 30
10 Feet
30 Feet
100 lbs.
100 lbs.
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There are many types of levers found around the home
Nail ExtractorFulcrum Effort
Resistance or Load
Class 1 Lever
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Hammer
Effort
Resistance or Load
Fulcrum
Class 3 Lever
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Salad Server
EffortResistance or Load
Fulcrum
2 Class 1 Levers Sharing a Common Fulcrum
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This backhoe is an example of a multiple lever. It has three
different fulcrums.
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The asterisks show the locations of each fulcrum
* **
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The TrebuchetA class 1 lever used to
maximize the speed of a relatively lightweight projectile (Resistance)
by using a massive counterweight (Effort)
to create a large unbalanced force