Electricity flashcards
14 cards on Electricity: the key points, worked examples and the slips to watch. Swipe through them, or print them.
Card 1 of 14
Electricity
Current and charge
What is electric current, and how is it linked to charge and time?
Answer it in your head, then turn the card over.
Current and charge
Key points
- Current is the rate of flow of electric charge, measured in amps (A).
- Charge is measured in coulombs (C). In a metal wire it is carried by electrons.
- One amp is one coulomb of charge passing a point every second.
Formula
Q = It: charge (C) = current (A) × time (s)
0.5 A flowing for 2 minutes
2 minutes = 120 s
Q = 0.5 × 120 = 60 C
Watch out
Change minutes to seconds first: 0.5 × 2 gives 1 C, not 60 C.
Electricity
Current in a single loop
Why is the current the same at every point in a series circuit?
Answer it in your head, then turn the card over.
Current in a single loop
Key points
- Charge is not used up as it flows round the circuit.
- With only one path, all the charge passes every point, so an ammeter reads the same anywhere in the loop.
- What a component takes from the charge is energy, not charge.
Watch out
A bulb does not use up current: the current after it is the same as the current before it.
Electricity
Potential difference
What is potential difference, and what is it measured in?
Answer it in your head, then turn the card over.
Potential difference
Key points
- Potential difference (p.d.) is the energy transferred per unit of charge passing between two points.
- It is measured in volts (V): 1 volt is 1 joule per coulomb.
- It is often called voltage. The supply gives the charge energy, and the components transfer it.
Formula
E = QV: energy (J) = charge (C) × potential difference (V)
2 C of charge through a 6 V lamp
E = 2 × 6 = 12 J
Watch out
Current flows through a component, but potential difference is across it, between two points.
Electricity
Resistance and V = IR
How are potential difference, current and resistance linked?
Answer it in your head, then turn the card over.
Resistance and V = IR
Key points
- Resistance is how strongly a component opposes the current, measured in ohms (Ω).
- For the same potential difference, a bigger resistance means a smaller current.
- At constant resistance, current is directly proportional to p.d.: double V and I doubles.
Formulae
V = IR: p.d. (V) = current (A) × resistance (Ω)
I = V ÷ R and R = V ÷ I
12 V across a 4 Ω resistor
I = V ÷ R
I = 12 ÷ 4 = 3 A
Watch out
Rearrange before putting numbers in: the current is V ÷ R, so 12 × 4 = 48 is not it.
Electricity
Ammeters and voltmeters
How do you connect an ammeter and a voltmeter to measure a component's resistance?
Answer it in your head, then turn the card over.
Ammeters and voltmeters
Key points
- An ammeter measures current, so it goes in series, in the loop with the component.
- A voltmeter measures potential difference, so it goes in parallel, across the component.
- Work out the resistance from the two readings: R = V ÷ I.
- Required practical: for a wire at constant temperature, the resistance rises in proportion to its length.
Watch out
Swapping them is the classic slip: the ammeter goes in series and the voltmeter in parallel.
Electricity
Series circuits
What happens to current, potential difference and resistance in a series circuit?
Answer it in your head, then turn the card over.
Series circuits
Key points
- The current is the same through every component.
- The supply's p.d. is shared: the p.d.s across the components add up to the supply's.
- The resistances add up, and one break stops the current everywhere.
Formula
R total = R₁ + R₂
4 Ω and 6 Ω in series on 12 V
R total = 4 + 6 = 10 Ω
I = 12 ÷ 10 = 1.2 A
4 Ω: 1.2 × 4 = 4.8 V and 6 Ω: 1.2 × 6 = 7.2 V
4.8 + 7.2 = 12 V, the supply's p.d.
Watch out
The p.d. is not split equally unless the resistors match: the bigger resistor gets the bigger share.
Electricity
Parallel circuits
What happens to current, potential difference and resistance in a parallel circuit?
Answer it in your head, then turn the card over.
Parallel circuits
Key points
- Each branch gets the full supply p.d.
- The current splits at a junction: the branch currents add up to the current from the supply.
- The branch with the smaller resistance takes the bigger current.
- The total resistance is less than the smallest resistor on its own.
- House lights are in parallel: each gets 230 V and switches on or off on its own.
6 Ω and 3 Ω in parallel on 6 V
6 Ω branch: 6 ÷ 6 = 1 A
3 Ω branch: 6 ÷ 3 = 2 A
Supply current = 1 + 2 = 3 A
Watch out
Adding a resistor in parallel lowers the total resistance; only adding one in series raises it.
Electricity
I–V graphs
What do the I–V graphs of a resistor, a filament lamp and a diode look like, and why?
Answer it in your head, then turn the card over.
I–V graphs
Key points
- Fixed resistor at constant temperature: a straight line through the origin, so its resistance is constant.
- Filament lamp: a curve that gets flatter, because the filament heats up and its resistance rises.
- The hotter the filament, the more its ions vibrate and the more often electrons collide with them.
- Diode: current flows one way only. In reverse its resistance is very high, so the graph is flat.
- Required practical: change the p.d. with a variable resistor, record I and V, then reverse the supply.
Watch out
With I up the side and V along the bottom, a flatter line means a bigger resistance.
Electricity
Thermistors and LDRs
How do the resistances of a thermistor and an LDR change, and what are they used for?
Answer it in your head, then turn the card over.
Thermistors and LDRs
Key points
- Thermistor: its resistance falls as its temperature rises.
- LDR (light-dependent resistor): its resistance falls as the light on it gets brighter.
- That makes them sensors: thermistors in thermostats, LDRs in lights that switch on at dusk.
- In series with a resistor, as its resistance falls, its share of the p.d. falls too.
Watch out
A thermistor works the opposite way to a filament lamp: hotter means lower resistance, not higher.
Electricity
Electrical power
How do you calculate the power of an electrical device?
Answer it in your head, then turn the card over.
Electrical power
Key points
- Power is the energy transferred each second, in watts (W): 1 W is 1 J/s.
- P = I²R comes from putting V = IR into P = VI.
- The current is squared, so doubling it makes four times the heating.
Formulae
P = VI: power (W) = p.d. (V) × current (A)
P = I²R: power (W) = current² (A²) × resistance (Ω)
A kettle on 230 V draws 10 A
P = 230 × 10 = 2300 W
= 2.3 kW
Watch out
In P = I²R only the current is squared: 2 A through 5 Ω is 2² × 5 = 20 W, not 100 W.
Electricity
Energy transferred by an appliance
How much energy does an appliance transfer, and why do wires and resistors heat up?
Answer it in your head, then turn the card over.
Energy transferred by an appliance
Key points
- Energy transferred = power × time, with the time in seconds.
- A current heats a resistor: electrons collide with its ions and make them vibrate more.
- That heating is useful in kettles and toasters, but wasted in cables.
Formula
E = Pt: energy (J) = power (W) × time (s)
A 60 W lamp on for 5 minutes
5 minutes = 300 s
E = 60 × 300 = 18,000 J
Watch out
Putting in 5 for 5 minutes gives 300 J: convert the time to seconds first.
Electricity
Alternating and direct current
How is mains electricity different from the current from a battery?
Answer it in your head, then turn the card over.
Alternating and direct current
Key points
- Direct current (d.c.) always flows the same way. Cells, batteries and solar cells give d.c.
- Alternating current (a.c.) keeps reversing its direction.
- UK mains is a.c. at about 230 V and 50 Hz.
- 50 Hz means the current goes one way and back again 50 times every second.
Watch out
Only the mains is a.c.: a battery's p.d. never changes direction.
Electricity
The three wires in a mains cable
What does each wire in a three-core mains cable do?
Answer it in your head, then turn the card over.
The three wires in a mains cable
Key points
- Live (brown): carries the alternating p.d. from the supply, at about 230 V.
- Neutral (blue): completes the circuit, at or near 0 V.
- Earth (green and yellow): a safety wire at 0 V that only carries a current if there is a fault.
- Touching the live wire is dangerous even with the switch off: your body is at 0 V, so a current flows through you.
Watch out
The earth wire does not carry a current all the time, and the neutral is not at 230 V: only the live is.
Electricity
The National Grid
Why does the National Grid carry electricity at a very high potential difference?
Answer it in your head, then turn the card over.
The National Grid
Key points
- The National Grid is the system of cables and transformers linking power stations to homes.
- Step-up transformers raise the p.d. as electricity leaves the power station, up to 400 000 V.
- For the same power (P = VI), a high p.d. means a small current, so less energy heats the cables.
- Step-down transformers lower the p.d. to about 230 V for safe use in homes.
Watch out
The high p.d. cuts losses because it lowers the current: the heating depends on the current.
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