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P1 Energy
Energy Changes in a System
Energy Stores
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Cards (28)
Energy
stores
Kinetic
Gravitational
Elastic
Magnetic
Electrostatic
Chemical
Nuclear
Thermal
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Kinetic
energy
Energy of
moving
objects
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Gravitational
potential energy
Energy of objects when lifted through a gravitational
field
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Elastic
potential energy
Energy of objects when stretched, squashed or bent
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Magnetic
energy
Energy
of magnetic materials
interacting
with each other
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Electrostatic energy
Energy of
objects
with
charge interacting
with one another
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Chemical
energy
Energy transferred during chemical reactions
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Nuclear
energy
Energy released from atomic
nuclei
during nuclear
reactions
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Thermal
energy
Energy of all objects, the hotter the object the
more
energy it has
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Kinetic
Energy
Energy in the
kinetic
store is defined as the amount of energy an object has as a result of its mass and
speed
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If
an object speeds up
Energy is transferred to its
kinetic
store
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If
an object slows down
Energy is
transferred
away from its
kinetic
store
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Kinetic energy equation
Ek = ½ ×
m
×
v2
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Kinetic
energy equation variables
Ek =
kinetic energy
in
joules
(J)
m =
mass
of the object in
kilograms
(kg)
v =
speed
of the object in
metres per second
(m/s)
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Gravitational
Potential Energy
The energy an object has due to its height in a
gravitational
field
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Gravitational Potential
Energy changes
1. If an object is lifted
up
, energy is transferred to its gravitational potential store
2. If an object falls, energy will be transferred away from its
gravitational
potential store
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Gravitational
Field Strength
The
gravitational field strength
(g) on the Earth is approximately
9.8
N/kg
The
gravitational field strength
on the surface of the Moon is
less
than on the Earth
The
gravitational field strength
on the surface of the gas giants (eg. Jupiter and Saturn) is
more
than on the Earth
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Elastic
Potential Energy
Energy
in the
elastic potential store
of an object
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Elastic
Potential Energy
The energy stored in an
elastic
object when
work
is done on the object
Any object that can change shape by
stretching
,
bending
or compressing (eg. springs, rubber bands)
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Storing
energy in a spring's elastic potential store
1. Spring is
stretched
(or
compressed
)
2.
Work
is done on the spring
3.
Energy
is transferred to the
elastic potential
store of the spring
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Releasing
energy from a spring's elastic potential store
1. Spring is
released
2. Energy is transferred
away
from its elastic potential store
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Extension
, e, of a stretched spring
How to determine the extension of a
stretched spring
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The
above elastic potential energy equation assumes that the spring has not been stretched beyond its limit of
proportionality
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Thermal Energy
Energy in the
thermal
store of an object responsible for its
temperature
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Specific heat capacity
The amount of energy required to
raise
the
temperature
of 1 kg of a substance by 1 °C
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Substances
with low specific
heat capacity
Heat up
and
cool down quickly
It takes
less energy
to change their
temperature
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Substances
with high specific
heat capacity
Heat up
and
cool down slowly
It takes more energy to
change
their
temperature
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Specific heat capacity
Determines how
useful
a
substance
would be for a specific purpose
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