topic 1 - energy

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describe all the changes in energy involved when an object is projected upwards

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1

describe all the changes in energy involved when an object is projected upwards

  • the object’s store is initially kinetic store as it is moving upwards

  • the object’s energy is slowly transferred to the gravitational potential store

  • as it is slowing down and gaining a higher altitude

  • all the energy will be transferred to the gravitational potential store when the object has hit it’s altitude peak

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2

describe all the changes in energy involved when a moving object hits an obstacle

  • the object’s store is initially kinetic store as it is moving

  • when the object collides with the obstacle, energy is immediately converted to

  • the kinetic store of the obstacle

  • and the thermal stores of the object and obstacle

  • some energy remains in the object’s kinetic store as it moves away from the obstacle immediately after collision

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3

describe all the changes in energy involved when an object is accelerated by a constant force

  • work is done by a force on the object

  • the work done converts to the kinetic store of the object

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4

describe all the changes in energy involved when a vehicle is slowing down

  • the vehicle’s energy is initially in the kinetic store

  • the brakes do work slowing the vehicle down

  • where energy is dissipated into the surroundings

  • by heat and sound

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5

describe all the changes in energy involved when a water is brought to a boil in an electric kettle

  • energy transfers from the electrical store of the mains supply

  • to the thermal store of the water

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6

describe all the changes in energy involved in heating

  • heating an object transfers energy to the object’s internal thermal store

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7

state the definition of an internal store of energy

the sum of the energy stored in the kinetic and chemical potential of an object’s particles

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8

state the equation determining the amount of energy associated with a moving object

kinetic energy (J) = ½ x mass (kg) x speed² (m/s)

<p>kinetic energy (J) = ½ x mass (kg) x speed² (m/s)</p>
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9

state the symbol equation determining the amount of energy associated with a moving object

E (J) = ½ x m (kg) x v² (m/s)

<p>E (J) = ½ x m (kg) x v² (m/s)</p>
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10

state the equation determining the amount of energy associated with a stretched spring

elastic potential energy (J) = ½ x spring constant (N/m) x extension² (m)

<p>elastic potential energy (J) = ½ x spring constant (N/m) x extension² (m)</p>
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11

state the symbol equation determining the amount of energy associated with a stretched spring

E (J) = ½ x k (N/m) x e² (m)

<p>E (J) = ½ x k (N/m) x e² (m)</p>
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12

state the equation determining amount of energy associated with an object raised above ground level

gravitational potential energy (J) = mass (kg) x gravitational field strength (N/kg) x height (m)

<p>gravitational potential energy (J) = mass (kg) x gravitational field strength (N/kg) x height (m)</p>
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13

state the symbol equation determining amount of energy associated with an object raised above ground level

E (J) = m (kg) x g (N/kg) x h (m)

<p>E (J) = m (kg) x g (N/kg) x h (m)</p>
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14

state the equation determining the amount of energy stored in or released from a system during a temperature change

change in thermal energy (J) = mass (kg) x specific heat capacity (J/kg°C) x temperature change (°C)

<p>change in thermal energy (J) = mass (kg) x specific heat capacity (J/kg°C) x temperature change (<span>°C)</span></p>
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15

state the symbol equation determining the amount of energy stored in or released from a system during a temperature change

E (J) = m (kg) x c (J/kg°C) x ΔT (°C)

<p>E (J) = m (kg) x c (J/kg°C) x <span>ΔT (</span>°C)</p>
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16

state the independent variable in the investigation of specific heat capacity in different materials practical

time

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17

state the dependent variable in the investigation of specific heat capacity in different materials practical

temperature

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18

state the control variables in the investigation of specific heat capacity in different materials practical

  • material of the block

  • current supplied

  • potential difference supplied

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19

specific heat capacity in different materials practical (method)

  1. apparatus = thermometer and heater connected to an aluminium block, power supply, ammeter in series, voltmeter in parallel

  2. measure initial temperature of aluminium block using thermometer

  3. turn on power supply, start the stopwatch

  4. take periodic measurements of current and voltage from ammeter and voltmeter until stopwatch reaches 10 minutes

  5. calculate voltage and current average at end of experiment

  6. switch off power supply, stop stopwatch, leave the apparatus to cool for a minute

  7. record final temperature of aluminium

<ol><li><p>apparatus = thermometer and heater connected to an aluminium block, power supply, ammeter in series, voltmeter in parallel</p></li><li><p>measure initial temperature of aluminium block using thermometer</p></li><li><p>turn on power supply, start the stopwatch</p></li><li><p>take periodic measurements of current and voltage from ammeter and voltmeter until stopwatch reaches 10 minutes</p></li><li><p>calculate voltage and current average at end of experiment</p></li><li><p>switch off power supply, stop stopwatch, leave the apparatus to cool for a minute</p></li><li><p>record final temperature of aluminium</p></li></ol><p></p>
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20

specific heat capacity in different materials practical (analysis of results)

change in thermal energy (J) = mass (kg) x specific heat capacity (J/kg°C) x temperature change (°C)

<p>change in thermal energy (J) = mass (kg) x specific heat capacity (J/kg°C) x temperature change (°C)</p>
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21

specific heat capacity in different materials practical (evaluation of experiment)

  • zero error - ensure voltmeter and ammeter are at zero before the experiment

  • random error - not all energy transferred from the heater will be transferred to the block as some thermal energy is dissipated into the surroundings

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22

state the definition of power

power is the rate at which energy is transferred/work is done

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23

state the equation linking power, energy and time

power (W) = energy (J) / time (s)

<p>power (W) = energy (J) / time (s)</p>
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24

state the symbol equation linking power, energy and time

P (W) = E (J) / t (s)

<p>P (W) = E (J) / t (s)</p>
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25

state the equation linking power, work done and time

power (W) = work done (J) / time (s)

<p>power (W) = work done (J) / time (s)</p>
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26

state the symbol equation linking power, work done and time

P (W) = E (J) / t (s)

<p>P (W) = E (J) / t (s)</p>
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27

state how to convert an energy transfer in Joules to Watts

1 Joule per second = 1 Watt

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28

state the properties of energy

  • it can be transferred usefully

  • it can be stored

  • it can be dissipated

  • it cannot be created or destroyed

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29

state what occurs when there are energy transfers in closed systems

there is no net change in the total energy

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30

state how to reduce unwanted energy transfers using lubrication (bike example)

  • friction causes energy dissipation through thermal energy lost to the surroundings

  • energy is transferred from the kinetic energy store of the bike to the thermal energy store of the gears and chain

  • friction makes them become hot and transfers energy by heating to the thermal energy store of the surrounding air

  • lubricating bike parts reduces friction

  • which reduces the loss of thermal energy

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31

state how to reduce unwanted energy transfers using thermal insulation

  • insulation stops thermal energy from dissipating into the surrounding air

  • meaning less energy will be needed to replace the wasted energy

  • this is useful in domestic heating and boiling a kettle

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32

state the relationship between thermal conductivity of a material and the rate of energy transfer by conduction

  • the higher the thermal conductivity of a material

  • the higher the rate of energy transfer by conduction across the material

  • so they are directly proportional

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33

state how the rate of cooling of a building is affected by the thickness of the walls

  • thicker walls transfer thermal energy by conduction slower than thinner walls

  • because the added material in thick walls decreases the thermal conductivity of the wall

  • slowing the rate of thermal energy transfer through the wall

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34

state how the rate of cooling of a building is affected by the thermal conductivity of the walls

  • the lower the thermal conductivity of the wall

  • the slower its rate of cooling

  • as it takes longer for the thermal energy to dissipate into the surrounding air

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35

state the independent variable in the investigation of thermal insulation in different materials practical

type of material

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36

state the dependent variable in the investigation of thermal insulation in different materials practical

temperature

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37

state the control variables in the investigation of thermal insulation in different materials practical

  • volume of water

  • initial temperature of water

  • thickness of each material

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38

investigation of thermal insulation in different materials (method)

  1. set up the apparatus by placing a small beaker with a thermometer in it in a big beaker

  2. fill the small beaker with boiling water from a kettle

  3. place a piece of cardboard over the beakers as a lid, with a small hole in it for the thermometer

  4. record the initial temperature of the water and start the stopwatch

  5. record the temperature of the water every 2 minutes for 20 minutes or until the water reaches room temperature

  6. repeat the experiment using different materials as the lid and without any lid at all (the control)

<ol><li><p>set up the apparatus by placing a small beaker with a thermometer in it in a big beaker</p></li><li><p>fill the small beaker with boiling water from a kettle</p></li><li><p>place a piece of cardboard over the beakers as a lid, with a small hole in it for the thermometer</p></li><li><p>record the initial temperature of the water and start the stopwatch</p></li><li><p>record the temperature of the water every 2 minutes for 20 minutes or until the water reaches room temperature</p></li><li><p>repeat the experiment using different materials as the lid and without any lid at all (the control)</p></li></ol><p></p>
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39

investigation of thermal insulation in different materials (results)

  • create a graph for the temperature change by material

  • the graph should show that the temperature falls quicker at higher temperatures

  • and is the temperature loss is more gradual at lower temperatures

  • the curve which takes the longest for the temperature to drop is the best insulator

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40

investigation of thermal insulation in different materials (analysis of results)

  • the temperature falls quicker at higher temperatures as there is a greater temperature difference between the water temperature and room temperature

  • this means there is a greater energy transfer by heating

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41

investigation of thermal insulation in different materials (evaluation of experiment)

  • systematic error - only the top of the beaker is covered, meaning some thermal energy is dissipated into the surrounding air through conduction in the beaker walls

  • parallax error - read the values on the thermometer at eye level otherwise the parallax error is introduced

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42

state how to calculate the efficiency of any energy transfer

efficiency = useful energy output (W) / total energy output (W)

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43

state how to increases the efficiency of an intended energy transfer

  • lubrication - reduces friction which reduces the dissipation of thermal energy into the surrounding air

  • reducing current - reduces the resistance of a circuit, reducing unwanted heat transfer to wire in the circuit

  • streamlining objects - reduces air resistance, which reduces unwanted energy transfer by heating into the surrounding air

  • insulation - reduces thermal energy dissipation into surrounding air

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44

state the main energy resources available for use on Earth

  • fossil fuels

  • nuclear fuel

  • bio-fuel

  • wind

  • hydro-electricity

  • geothermal

  • tidal

  • solar

  • water waves

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45

state the definition of a renewable energy resource

a resource that is being or can be replenished as it is used

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46

state the uses of energy resources

  • transportation - fossil fuels and solar

  • electricity generation - all energy resources

  • heating - fossil fuels, geothermal, solar, wind

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47

state which energy resources available on earth are renewable

  • tidal

  • solar

  • geothermal

  • hydro-electricity

  • bio-fuel

  • water waves

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48

state which energy resources available on earth are non-renewable

  • fossil fuels

  • nuclear fuel

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49

explain why some energy resources available on Earth are more reliable than others

  • finite resources - fossil fuels and nuclear fuel are finite resources, meaning the supply of these energy resources are limited

  • non-renewable resources - fossil fuels and nuclear fuels are non-renewable resources, meaning they cannot be recycled or reused for the same purpose

  • availability of resources - fossils fuels, solar and wind are readily available resources, meaning currently there is a larger supply of these resources than others

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50

describe the environmental impact arising from the use of fossil fuels

  • during combustion, fossil fuels produce carbon dioxide, which enhances the greenhouse effect

  • damage is caused to natural land during the mining process for fossil fuel

  • during combustion, sulphur dioxide gas can be produced, forming acid rain when released into the atmosphere

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51

describe the environmental impact arising from the use of nuclear fuel

nuclear fuel creates harmful radioactive waste when used, which causes damage to the environment

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52

explain the patterns and trends in the use of energy resources

  • most of the electricity generated globally is produced by fossil fuels, as they have a higher power output than some renewable energy resources and have more existing infrastructure

  • in some developed countries, nuclear fuel is a growing form of electricity generation as they release large amounts of energy and no carbon dioxide

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