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Physics 1.1 energy changes
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Created by
Dylan Davies
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Cards (17)
Kinetic energy equation
½
m v2
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Kinetic energy equation
Energy
(
J
), Mass(kg), Velocity(
m
/s)
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Elastic potential energy equation
½ k e2
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Elastic
potential energy equation
Energy (J),
Spring
Constant (N/m),
Extension
(m)
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Gravity potential energy equation
Energy (J), Mass(kg),
Gravitational Field Strength
(N/kg),
Height
(m)
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Specific Heat Capacity
The amount of energy needed to raise the
temperature
of
1
kilogram of a substance by 1 degree Celsius
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Specific Heat Capacity
J/°C/kg
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Power
The rate at which
energy
is
transferred
(or rate at which work is done)
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Power equations
power = energy
transferred
/time
power =
work done
/time
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Power
Energy (
J
), Work Done (
J
), Time (s)
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Power unit
Watt
(
W
)
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Two motors lift the same mass through the same height. Motor A does this in half the time of Motor B
Motor A dissipates the most power
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Energy changes when a ball is thrown
upwards
and returns to starting position
1. Upwards:
KE
is converted to
GPE
2. Peak: Maximum
GPE
, zero
KE
3. Downwards: GPE is converted to
KE
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Energy transfers for a bungee jumper
1. When falling, the
GPE
is converted to
KE
of jumper
2. As the cord tightens, KE is converted and stored as
Elastic
Potential Energy (
EPE
)
3. At
lowest
point, the jumper's
initial
GPE equals the
EPE
stored in the cord
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Bungee jumper slows down once the cord begins to stretch
Kinetic energy
decreases
since it is converted to
elastic potential
energy
Since
KE
is proportional to (velocity)², as
KE
decreases, so does velocity
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Chemical energy stores
Food
Fuel
(eg. wood, coal, petrol)
Batteries
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Different stores of energy
Kinetic
Energy
Gravitational
Potential Energy
Elastic
Potential Energy
Chemical
Energy
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