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4.5.4 Moments, levers and gears
4.5.4 Moments, levers and gears
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21 Terms
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1
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moment
turning affect of a force
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examples of moments
wheel barrow
seesaw
crane
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how to calculate moment of a force
*moment of a force* = *force* × *distance*
*M*=*Fd*
moment of a force, *M*, in newton-metres, Nm force, *F*, in newtons, N
distance, *d*, is the perpendicular distance from the pivot to the line of action of the force, in metres, m.
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clockwise moment
person on right applies moment acting in clockwise direction
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anticlockwise moment
person on left applies moment acting in clockwise direction
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equal moment
forced x distance applied by clockwise moment = force x distance applied by anticlockwise moment
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what is equilibrium
sum of anticlockwise momemnts = sum of clockwise moments
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why objects topple
a block on a flat surface
weight of the block (force due to gravity) acts directly down from the centre of mass
when block is tilted
there comes a point where the line of action of the weight lies outside the base of the object
now there’s a resultant (Unbalanced) moment acting on the block causing the block to topple
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examples of levers
a hammer being used to remove a nail
crowbar being used to lift a plank of wood
they both transmit the turning effect of the force from one side of the pivot to the other
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what is a lever
a force multiplier
they both transmit the turning effect of the force from one side of the pivot to the other
allows us to lift a heavy object by applying a relatively small amount of force
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examples of gears
in machines
cars
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what are gears
transmit the turning effect of a force
second gear will always turn in the opposite direction
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what does position of pivot effect
if input an output force are on different sides they will act in different directions
if input and output force is on the same side they’ll act in the same direction
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why is output force closer to the pivot
produces a larger output force
with a relatively small input force
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what is the turning effect of gears dependent on
the distance between the edge of the gear and the centre
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If connected to a gear with fewer teeth (i.e. a smaller gear)
The second gear will turn faster
But with less force
In opposite direction to first gear
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If connected to a gear with more teeth (i.e. a larger gear)
o Turns slower
o More force
o Inopposite direction
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how geas work
gear A (smaller gear) connected to the engine providing it with a turning force so it rotates
gear B (larger gear) connected the the wheels if gear b rotates the wheels will rotate aswell
because gears are interlocking any rotation of gear A will cause gear B to rotate as well
the gear system allows the turning effect of the engine to be transmitted to the wheels
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points about gears
gears rotate in opposite directions
gear b 2x larger than gear a- meaning turning affect of gear b is 2x bigger than gear b
gear a has too rotate 2x for each rotation of gear b
so total work done is the same
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21
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