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Forces
Forces & Elasticity
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Cards (75)
What must happen for stationary objects to change their shape?
More
than
one
force
has
to
be
applied
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How can the shape of an object change?
By
stretching
,
bending
,
compressing
, or a combination of all three
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What is an example of compression?
Placing a mass on top of a
spring
on a flat surface
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What are the two forces acting on a spring when a mass is placed on top of it?
The
weight
of the mass and the
reaction
force from the surface
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What is an example of stretching?
Placing a
mass
on the bottom of a
vertically
hanging spring
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What are the two forces acting when a mass is placed on a vertically hanging spring?
The
weight
of the mass and the
tension
in the spring
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What is an example of bending?
A
diving board
bending when a swimmer stands at the far end
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What are the two forces acting on a diving board when a swimmer stands on it?
The
weight
of the swimmer and the
reaction
force from the block
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How can bending be caused?
By two
forces
at an
angle
to each other or more than one force on an object
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What is elastic deformation?
When objects return to their original shape when the
stretching force
is removed
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What are examples of materials that undergo elastic deformation?
Rubber bands
, fabrics, and
steel springs
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What is inelastic deformation?
When objects remain stretched and do not return
completely
to their original shape
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What are examples of materials that undergo inelastic deformation?
Plastic
,
clay
, and glass
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What does Hooke's Law describe?
The relationship between the
extension
of an
elastic
object and the
applied force
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What does Hooke's Law state about extension and force?
The extension is directly
proportional
to the force applied, up to the
limit
of proportionality
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If the force is doubled, what happens to the extension according to Hooke's Law?
The
extension
will
also double
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What is the limit of proportionality?
The point beyond which the relationship between
force
and
extension
is no longer directly proportional
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What is the equation for Hooke's Law?
F
= k × e
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What do the symbols in the Hooke's Law equation represent?
F = force in
newtons
(N), k =
spring constant
in N/m, e = extension in
metres
(m)
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What does the spring constant represent?
How stiff a spring is; a higher spring constant means a
stiffer
spring
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How can the extension of an object be calculated?
By subtracting the
original
length from the
final
length
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What does the symbol e represent in Hooke's Law?
It can represent either the
extension
or
compression
of an
elastic
object
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What is the significance of the Hooke's Law experiment?
It tests the relationship between
force
and
extension
in
elastic materials
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How do you calculate the weight of a child on a pogo stick using Hooke's Law?
By using the equation
F = ke
, where k is the
spring constant
and e is the
extension
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What is the spring constant of the pogo stick spring in the example?
4900
N/m
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How do you calculate the extension of the pogo stick spring?
By subtracting the
final
length from the
original
length
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What is the extension of the pogo stick spring if the original length is 40 cm and the final length is 33 cm?
7 cm
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How do you convert the extension from centimeters to meters?
By
dividing
by
100
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What is the weight of the child if the spring constant is 4900 N/m and the extension is 0.07 m?
343
N
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What does a straight line on a force-extension graph indicate?
That the material obeys
Hooke's law
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What does a curve on a force-extension graph indicate?
That the material does not obey
Hooke's law
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What happens to materials beyond their limit of proportionality?
They have a
non-linear
relationship between force and extension
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What is the Hooke's law region on a force-extension graph?
The part of the graph where the relationship is a
straight line
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What does the symbol Δ represent in the context of force-extension graphs?
It means the 'change in' a
variable
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What does the symbol '∝' mean in the context of Hooke's Law?
It means
'proportional to'
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How can the spring constant be calculated from Hooke's Law?
By rearranging the equation k =
F
/e
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What does a larger spring constant indicate?
That more
force
is required
per unit
extension
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How do you calculate the force on a spring from a suspended mass?
By calculating the
weight
of the mass using W =
mg
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What is the gravitational field strength used in the example?
8 N/kg
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What is the weight of a mass of 0.6 kg?
88
N
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