Energy Flashcards

1
Q

(1) The hosepipe is painted black because blackened surfaces are

A

good absorbers of radiation

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2
Q

(2) At first, the temperature of the water in the pipe increases.
After a while, the temperature becomes constant.
Suggest two changes to the box which would increase the constant
temperature reached.

A
cover box with transparent
material (1)
• use of reflector (1)
• method to increase energy
supplied (1)
• method to reduce energy loss
(1)
• paint (box) black/dull/matt
(1)
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3
Q

(3) Explain why the water reaches a constant temperature.

A
pipe / water absorbs heat (1)
• pipe radiates heat (1)
• radiation (rate) increases
with temperature(1)
• (at constant temperature)
absorption rate = radiation
rate (1)
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4
Q
energy incident
on the heater
10 000 J
energy reflected
by the heater
6 000 J
Calculate the power absorbed by the heater.
A

4000 (1)

4000)/200 (1

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5
Q

(2) Explain the meaning of the term 15% efficient.

A

15 % of power /energy (1)

• is transferred usefully (1)

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6
Q

(2) Draw a labelled energy flow diagram to show what happens to 100 J of
electrical energy supplied to the lamp.

A
two qualitative output labels
(1)
light (energy) and thermal
/heat (energy)
• a quantitative output label
(1)
15 J for light/used /useful
or on narrower arrow (of
otherwise unlabelled Sankey
diagram)
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7
Q

(2) Many people choose to buy expensive low-energy lamps instead of cheaper
filament lamps.
Give two reasons for this

A
Energy, e.g. (low-energy
lamps) are more efficient /
waste less energy / produce
less heat (1)
• Economy, e.g. (low-energy
lamps) use less electrical
energy /cost less to run /
have a lower power (rating)
(1)
• Environment, e.g. using
(low-energy lamps) reduces
CO2 emissions / saves fossil
fuel (1)
• Practical, e.g. (low-energy
lamps) last longer / need
replacing less often / (can
be) easier to obtain (1)
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8
Q

(3) When a filament lamp is in use, the temperature of the wire filament remains at
2500 °C.
Explain why this temperature remains constant.

A
energy gain is from power
supply(1)
• energy loss is by
radiation(1)
• the loss and the gain are
equal /at the same rate(1)
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9
Q

(1) The solar heating panels are painted black because

A

black is a good absorber of heat

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10
Q

(3) On one sunny day no hot water is used in the house.
The water in the panels reaches a constant temperature even though the
water is still absorbing energy from the Sun.
Explain why the temperature of the water in the panels becomes constant.

A
• {energy / heat / radiation}
is lost (1)
• (heat lost) = heat gained /
absorbed (1)
• rate (of heat loss) = rate
(of heat gained) (1)
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11
Q

(1) Which energy transfer takes place in a solar cell?

A

light to electrical

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12
Q

(2) A large solar farm has 21 700 solar panels and generates 5.0 MW of power.
1.0 MW = 1.0 106
W
Calculate the average power each panel produces.

A

substitution (1)
5 000 000 / 21 700
evaluation (1)
230 W

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13
Q

(2) The solar farm receives 25 MW of power from the Sun to generate 5 MW of
electrical power.
Calculate the efficiency of the solar farm.

A

substitution (1)
5 x 100 / 25
evaluation (1)
20(%)

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14
Q

(1) State one example of a non-useful energy transfer in the motor.

A

(transfer of energy to) thermal

1

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15
Q

(1) energy supplied= 1400 kJ
useful energy = 1300 kJ
Calculate the amount of energy wasted in one second in the generator.

A

1400 – 1300 (= 100) (kJ)

1

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16
Q

(2) energy supplied= 1400 kJ
useful energy = 1300 kJ
Calculate the efficiency of the generator.

A

Substitution (1)
1300 / 1400 x 100
Evaluation (1)
93(%) or 0.93

17
Q

(1) The electric motors which drive the wheels are painted black.
Suggest why the motors are painted black.

A

black is a good thermal radiator
(1)
(helps to) prevent motors
overheating (1)

18
Q

(1) The students read the statement: ‘All the energy supplied to the motor eventually
ends up as thermal energy in the surroundings.’
This statement best describes the idea of

A

conservation of energy

19
Q

(1) input energy 200 J, energy transferred to the weight

50 J,. How much energy is wasted?

A

150 (J)

20
Q

(2) Calculate the efficiency of the motor

A

substitution (1)
50 ÷ 200 (x 100%)

evaluation (1)
25 (%)

21
Q

(1) The case of the motor is painted black.

Give a scientific reason why the case of the motor is painted black.

A

(black) is a good {(thermal)

emitter / radiator}

22
Q

(1) The output power of a solar panel is the rate of transfer of

A

energy

23
Q

(3) A homeowner fits a solar panel to her roof.
The cost of the solar panel is £4800.
The solar panel supplies an average of 800 kW h of electrical energy to the
National Grid each year.
The homeowner is paid 40p for each kW h of energy supplied to the National Grid.
Calculate the payback time for the solar panels by selling energy to the National
Grid.

A

substitution (1)
800 x 0.4 / 800 x 40

evaluation of payment (1)
(£)320 / 32000 (p)

evaluation of payback time (1)
15 (years)