Transcript Slide 1

P1.3.1 Transferring
electrical energy
Mr D Powell
Connection
•
•
•
Connect your learning to the
content of the lesson
Share the process by which the
learning will actually take place
Explore the outcomes of the
learning, emphasising why this will
be beneficial for the learner
Demonstration
• Use formative feedback – Assessment for
Learning
• Vary the groupings within the classroom
for the purpose of learning – individual;
pair; group/team; friendship; teacher
selected; single sex; mixed sex
• Offer different ways for the students to
demonstrate their understanding
• Allow the students to “show off” their
learning
Activation
Consolidation
• Construct problem-solving
challenges for the students
• Use a multi-sensory approach – VAK
• Promote a language of learning to
enable the students to talk about
their progress or obstacles to it
• Learning as an active process, so the
students aren’t passive receptors
• Structure active reflection on the lesson
content and the process of learning
• Seek transfer between “subjects”
• Review the learning from this lesson and
preview the learning for the next
• Promote ways in which the students will
remember
• A “news broadcast” approach to learning
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Index
Sankey Diagrams

This diagram represents energy transfer by the drill
motor. The manufacturer claims the drill motor has
an efficiency of 0.35. The drill motor is supplied with
3000 J of electrical energy when the hole is drilled.
1.
What form of energy does A represent?
2.
What does B represent and what forms of energy
are included in it?
3.
What is the useful energy transferred by the drill
motor used for?
4.
What is the useful energy from the drill motor?
5.
What is the energy wasted by the drill?
1.
2.
3.
4.
5.
Electrical
wasted thermal / sound
Kinetic
0.35x 3000J = 1050J
(1-0.35) x 3000J = 1950J
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Further notes...
P1.2.1 Energy and efficiency – Video Sheet
P1.3.1 Transferring electrical energy
a)
Examples of energy transfers that
everyday electrical appliances are
designed to bring about.
b) The amount of energy an appliance
transfers depends on how long the
appliance is switched on and its power.
c)
c) To calculate the amount of energy
transferred from the mains using:
E=Pxt
a)
To calculate the cost of mains electricity
given the cost per kilowatt-hour.
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Which word links all of these images...
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Units & Quantities Match Up
Energy
Power
Temperature
Mass
Force
watt
Joule
kilogram
Newton
degree
Celsius
C
kg
N
J
W
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Power Formulae
When we think about energy
being transferred we can talk
about it in terms of...
3J transferred
5kJ or 5000J transferred.
But is that at a steady rate and for
how long?
To relate one energy transfer to
another we often think in
term of the Power or the rate
of energy transfer...
We often write this formulae without a
division as...
E = Pt
E is energy transferred in joules, J
P is power in watts, W
t is time in seconds, s
If thinking about electrical devices we use the
units of;
E is energy transferred in kilowatt-hours, kWh
P is power in kilowatts, kW
t is time in hours, h
Power = Energy / time
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Power Practical...
1) This practical involves stepping on and off a box or step. Use
bathroom-type scales and measure your weight . Then
measure the height of the box or “step” . The gain of
gravitational potential energy of someone stepping onto the
box (in joules)
E = mgh
(eq1)
2) Time how long it takes to make 50 steps onto and off the box.
The gain of gravitational potential energy in making 50 steps on to
the box;
ET = 50  the gain in one step.
ET = 50  mgh (from eq1)
Power of your leg muscles = ET / time for 50 steps
P = ET / t
3) Write down any calculations you have made and explain them
4) Why would the input power be more than the output power?
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Power Practical Example...
h = 0.16 m - Height of one step
t= 57s
- Time to climb the stairs
W = 560N
- Your weight
50 = number of reps
ET /t = Power
Power = (50  mgh) / t
= 50 x 560N x 0.16m / 57s
= 80Js-1
= 80W
This is the Power required or energy per second
for 50 reps of a 0.16m box in a time of 57s
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Exam Question (C/D)

A weight-lifter transfers 1000 J of energy to
a weight when the weight is raised 1.6m in
a time of 2.0 s.
1) What is the change in Potential Energy?
2) What is the mass lifted?
3) Calculate the energy per second
transferred to the weight by the weightlifter?
1. 2000J
2. EGPE = mgh or EGPE /gh = m
1000J / 10 x 1.6m = 62.5kg
3. E = Pt so E/t = P 1000J/2s = 500W
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Exam Question II (B/C)
In a hospital electronic arm an 800 W electric motor is used to
raise a small load. In 120 s, the load gains 24 000 J of
gravitational potential energy from the motor. What is;
1.
2.
3.
4.
The electrical energy supplied to the motor.
Energy wasted by the motor.
The efficiency of the motor.
The output power of the motor
1. 24,000J
2. E=Pt so E = 800W x 120s = 96,000J
so energy wasted is = 96,000-24,000 = 72,000J
3. 24,000J / 96,000J = 0.25 or 25%
4. 800W x 0.25 = 200W
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Power & Efficiency...
The table below shows the time taken by different electrical devices to
transfer a given amount of energy supplied. The useful energy
transferred in this time is also stated. Copy and Complete the table....
Device
Time
taken
(s)
Energy
supplied
(J)
Useful energy
transferred
(J)
useful
power (W)
Efficiency
Lamp
1000
100 000
20 000
20
0.2
Microwave
oven
120
96 000
48 000
400
0.5
Motor
300
18 000
6000
20
0.33
Computer
3000
900 000
100 000
33.3
0.11
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What has happened here....
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Understanding Electricity Bills




Poor Dr Frankenstein did not look at his electricity bill and check the cost of
each unit of electricity.
What is a unit? Units are how we cost out electricity.
1 Unit = 1KW hour of electricity.
They are shown on the bill here..
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kWh & Appliances....

The idea of this is quite simple. We know that
appliances transfer energy in Joules.

We can represent this transfer over a period of
time by saying the number of joules which flow
in a certain time period. This brings us onto the
idea of “Power” in watts or 1W = 1J/s.

Also we can say that 1kW = 1000J/s

Well if we take this further and say that a
kilowatt hour is simply;
1 kW x 1 hour.

So now by using this idea we can compare
devices by their value of kw hours
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Examples of kWh
 A 200 watt T.V set ……..transfers 1
kWh of energy if it is switched on
for 5 hours

A 500 watt vacuum
cleaner……..transfers 1kWh of
energy if it is switched on for 2
hours
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kWh & Appliances....

Look at this example of three appliances.
One old and two new The digital reading
was taken to show their Power use over
24 hours.
1.
Old Fridge Freezer - 3.93 kWh
old Fridge/Freezer (roughly 6ft high, half
fridge, half freezer) consumed 3.93 kWh’s
in 24hrs.
2.
New Fridge - 0.34 kWh
new energy rating ‘A’ fridge (large fridge,
5ft high) consumes 0.34 kWh’s in 24hrs.
3.
New Freezer - 0.46 kWh
new energy rating ‘A’ freezer (normal
under-counter size) consumes 0.46 kWh
in 24hrs.
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kWh & Appliances....

Look at this example of three appliances. The digital reading was taken to
show their Power
1.
Old Fridge/Freezer = 3.93 x 10.668p = 42p per day = £153 per year.
2.
New Fridge = 0.34 x 10.668p = 3.6p per day = £13 per year.
3.
New Freezer = 0.46 x 10.668p = 4.9p per day = £18 per year.
The saving would be £153 - £13 - £18 = £122 per year. That’s just the financial
saving, add to this the environmental benefits
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Saving Energy
You can save some energy by putting a device on standby. However, they still use
a little bit of power. Here are some examples...
DVD player on standby - 4 watts
DVD player on but not playing - 10 watts
DVD player playing a disk - 14 watts
Laser Printer on standby - 3 watts
Laser Printer Printing - 1000 watts
Dehumidifier on standby - 9 watts
Dehumidifier working - 170 watts
Desktop PC - 112 watts
PC Peripherals - 36 watts
PC & Peripherals - 148 watts
Sky+ on Standby - 13 watts
Sky+ Playing - 20 watts
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Energy Costs...
Look at this list of items and their cost in electricity. See if you can work out
any costs of things that you do or how you can save energy. Write a list in
your book?
12hrs PC and Peripherals - 1.76kWh = 18p per day = £68 per year
40 degrees wash - 0.77kWh = 8p per wash = £8.50 per year
60 degrees wash - 1.39kWh = 15p per wash = £15 per year
45 minutes walking on the treadmill - 0.21kWh = 2.2p
Boil 1.7 litres of cold water - 0.19kWh = 2p
Boil minimum level of cold water - 0.04kWh = 0.4p
Toast 2 slices of bread - 0.04kWh = 0.4p
24hrs Sky+ on standby - 0.31kWh = 3.3p per day = £12 per
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Cost of electricity.
If each unit of electricity costs 16p. Can you work out what each device cost?
Power (kw) x time (hours) x cost per unit = monetary cost
38.4p
24p
16p
8p
0.8p
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Your School.... 2011 April 1 to 2012 March 31
Gass: Mainly heating the William Lee Block and for
cooking.
Fuel oil: Heating for the Main and
Lower Schools, English and
Technology Blocks.
£16 197 (Previous year £15 616)
1. Cost of gas and fuel oil increased following rise
in fuel prices.
2. Electricity costs reduced this year after the very
large price rise last year and the renegotiation of
the contract.
£45 186
Previous year
£43 055
Gedling Borough Council pay for
the Leisure Centre and the Youth
Wing on a 60:40 split so the total
bill for the site was
Electricity: Mainly lights, computers, air
conditioning, etc.
£75 310 (previous year £71 758)
£25 803
What do you think?
Previous year
£32 813
Gedling Borough Council pay for the Leisure Centre
and the Youth Wing on a 55:45 split so the total bill
for the site was £59 660 (previous year £46 915).
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Index
How can you explain these things...
a)
Examples of energy transfers that everyday
electrical appliances are designed to bring about.
b)
The amount of energy an appliance transfers
depends on how long the appliance is switched
on and its power.
c)
c) To calculate the amount of energy transferred
from the mains using:
E=Pxt
a)
To calculate the cost of mains electricity given the
cost per kilowatt-hour.
P1.3.1 Transferring electrical energy
Energy
Power
Tempe
rature
Mass
Force
Energy
Power
Tempe
rature
Mass
Force
watt
Joule
kilogram
Newton
degree
Celsius
watt
Joule
kilogram
Newton
degree
Celsius
C
kg
N
J
W
C
kg
N
J
W
P1.3.1 Transferring electrical energy - worksheet
8p
0.8p
0.8p
0.8p
16p
8p
0.8p
8p
24p
16p
8p
16p
38.4p
24p
16p
24p
38.4p
24p
38.4p
38.4p
P1.3.1 Transferring electrical energy – worksheet Costs
P1.3.1 Transferring electrical energy - worksheet
Energy
Power
Tempe
rature
Mass
Force
watt
Joule
kilogram
Newton
degree
Celsius
C
kg
N
J
W
38.4p
24p
16p
8p
0.8p
P1.3.1 Transferring electrical energy – worksheet Costs