Key points
- Circuit diagrams are used to show how electrical componentsA device in an electric circuit, such as a battery, switch or lamp. are connected in a circuitAn electrical circuit is made up of components, which are connected together using wires..
- Individual circuit components are represented using circuit symbols.
- Ammeters are used to measure the currentMoving electric charges, eg electrons moving through a metal wire. flowing through components. Voltmeters are used to measure the potential differenceThe potential difference (or voltage) of a supply is a measure of the energy given to the charge carriers in a circuit. Units = volts (V). This is the voltage between two points that makes an electric current flow between them. across components.
Electric circuit symbols
Electrical components, like motorA device which spins when current flows through it. Motors are used in fans, food processors and many other devices. and lampA component which produces light when current flows through it. Lamps are commonly known as light bulbs. can be connected together to form a circuit.
A circuit diagram shows how the components are connected.
The following symbols show the different components that can be found in an electrical circuit.
Use straight lines to show the wireA thin piece of metal which electrical current can flow through. Wires are used to connect components together. Wires are often covered in plastic insulation. Wires are also known as cables or leads. and Circuit symbolsCircuit symbols are used to represent components when drawing a circuit diagram. to represent each component.
Components
Some of the more common components are:
Switch
A switch used to turn a circuit on (closed) and off (open).
Lamp
An electrical current heats the filamentDirect current is the movement of charge through a conductor in one direction only. in a bulb so that it gives out light.
Fixed resistor
A resistor restricts or limits the flow of electrical current. A fixed resistorAn electrical resistor with a fixed value. has a resistanceThe opposition in an electrical component to the movement of electrical charge through it. Resistance is measured in ohms. that does not change.
Variable resistor
Moving the position of the slider on this resistor, changes the resistance. A variable resistorA resistor where the value of the resistance can be changed. is used in some dimmer switches and volume controls.
Thermistor
The resistance of a thermistorAn electrical device whose resistance decreases as its temperature increases. depends on its temperature. At low temperatures, the thermistor has a high resistance. As the temperature increases, the resistance decreases. A thermistor can be used in thermostats or heat activated fire alarms.
Light-dependent resistor (LDR)
The resistance of a LDR depends on light intensity. At low light levels, the LDR has a high resistance. As the light intensity increases, the resistance decreases. A LDRA Light Dependent Resistor is a type of resistor which is affected by changes in light levels. A cadmium sulphide layer causes a decrease in resistance in the light and increase in the dark. can be used as a sensor in cameras or automatic lights that come on when it gets dark.
Semiconductor diode
A semiconductorInsulating material doped with impurities to affect electron energy bands and therefore affect conduction properties. diodeAn electrical device that allows current to flow in one direction only. allows current to flow in one direction only. Current will not flow in the other direction. Diodes are used to convert an alternating currentAlso called ac. An electric current that regularly changes its direction and size. into a direct currentDirect current is the movement of charge through a conductor in one direction only..
Extended syllabus content: Diodes and light-emitting diodes
If you are studying the Extended syllabus, you will also need to know about diodes and light-emitting diodes. Click 'show more' for this content:
The diode
diodeAn electrical device that allows current to flow in one direction only. are electronic components that can be used to regulate the voltage in circuits and to make logic gates. Light-emitting diodes (LEDs) give off light and are often used for indicator lights in electrical equipment such as computers and television sets.
The diode has a very high resistance in one direction. This means that current can only flow in the other direction. Normally a diode will not conduct until a particular voltage is reached.
Series circuits
Video: Explanation of circuits
In series circuits, electrical components are connected one after another in a single loop.
Circuit rules
An electronSubatomic particle, with a negative charge and a negligible mass relative to protons and neutrons. will pass through every component on its way round the circuit. If one of the bulbs is broken then currentMoving electric charges, eg electrons moving through a metal wire. will not be able to flow round the circuit. If one bulb goes out, they all go out.
Podcast: Series and parallel circuits
Ellie and James explore series and parallel circuits. They also discuss the differences between current and resistance across different circuits and how to calculate them.
Current in series
A seriesA circuit where one component follows directly from another, eg three bulbs in a row with no junctions are said to be connected in series. circuit is one loop; all electrons in that loop form one current. An ammeterA device used to measure electric current. will measure the same current wherever it is placed in the circuit:
\(I_{1} = I_{2} = I_{3}\)
This is when:
current (I) is measured in amps (A)
The EMF increases when more sources like cells are added to a series circuit provided they are all connected in the same direction. They are simply added together. So the total EMF of a circuit with two cells each with an EMF of 1.5 V is 3 V.
EMF in series
The current will transfer energythe capacity for doing work. from the power supply to the components in the circuit. Since energy has to be conserved, all of the source energy is shared between the components. Since potential differenceThe potential difference (or voltage) of a supply is a measure of the energy given to the charge carriers in a circuit. Units = volts (V). This is the voltage between two points that makes an electric current flow between them. is used to measure changes in energy, the potential difference supplied is equal to the total of the potential differences across all other components:
\(V_{s} = V_{1} + V_{2}\)
This is when:
potential difference (V) is measured in volts (V)
Resistance in series
If resistorAn electrical component that restricts the flow of electrical charge. Fixed-value resistors do not change their resistance, but with variable resistors it is possible to vary the resistance. are connected in series, the current must flow through both of them meaning the resistances are added together:
\( R_{total} = R_{1} + R_{2}\)
This is when:
resistance - R - is measured in ohms - 惟
Key fact
In series circuits:
- current is the same through each component
- the total potential difference of the power supply is shared between the components
- the total resistance of the circuit is the sum of individual resistors
Parallel circuits
In parallel circuits, electrical components are connected alongside one another, forming extra loops.
Circuit rules
An electron will not pass through every component on its way round the circuit. If one of the bulbs is broken then current will still be able to flow round the circuit through the other loop. If one bulb goes out, the other will stay on.
Current in parallel
Since there are different loops, the current will split as it leaves the cell and pass through one or other of the loops. An ammeter placed in different parts of the circuit will show how the current splits:
\(I_{1} = I_{2}+I_{4} = I_{3}\)
This is when:
current (I) is measured in amps (A)
Extended syllabus content: Current in parallel
If you are studying the Extended syllabus, you will also need to know about the sum of the currents in a junction. Click 'show more' for this content:
The sum of the currents into a junction is the same as the sum of the currents out of the junction.
Potential difference in parallel circuits
Since energy has to be conserved, the energy transferred around the circuit by the electrons is the same whichever path the electrons follow. Since potential difference is used to measure changes in energy, the potential differenceThe potential difference (or voltage) of a supply is a measure of the energy given to the charge carriers in a circuit. Units = volts (V). This is the voltage between two points that makes an electric current flow between them. supplied is equal to the potential differences across each of the parallel components:
\(V_{s} = V_{1} = V_{2}\)
This is when:
potential difference (V) is measured in volts (V)
Resistance in parallel circuits
If resistorAn electrical component that restricts the flow of electrical charge. Fixed-value resistors do not change their resistance, but with variable resistors it is possible to vary the resistance. are connected in parallel the supply current is divided between them. The overall resistance is reduced as the current may follow multiple paths.
Key facts
In parallel circuits:
- the total current supplied is split between the components on different loops
- potential difference is the same across each loop
- the total resistance of the circuit is reduced as the current can follow multiple paths
Extended syllabus content: Resistance in parallel
If you are studying the Extended syllabus, you will also need to be able to calculate the combined resistance of two resistors in parallel . Click 'show more' for this content:
The total resistance of two resistors in parallel can be calculated by:
\((\frac{1}{R}=\frac{1}{R_1}+\frac{1}{R_2})\)
If more resistors are present they can be added to the right of the formula.
Action and use of circuit components
As the potential difference across an electrical conductor like a metal wire increases so does its resistance if the current remains the same.
A potential divider does exactly as its name suggests - it divides a supply voltage across two resistorAn electrical component that restricts the flow of electrical charge. Fixed-value resistors do not change their resistance, but with variable resistors it is possible to vary the resistance. which are connected in series.
The two resistors may have fixed values or one may be an LDR, a thermistor or other input device.
The supply voltage is divided in the ratio of the resistances in the potential divider.
Extended syllabus content: Variable potential dividers
If you are studying the Extended syllabus, you will also need to know about variable potential dividers and the equation for two resistors used as a potential divider. Click 'show more' for this content:
A potential divider does exactly as its name suggests - it divides a supply voltage across two resistorAn electrical component that restricts the flow of electrical charge. Fixed-value resistors do not change their resistance, but with variable resistors it is possible to vary the resistance. which are connected in series.
The two resistors may have fixed values or one may be an LDR, a thermistor or other input device.
The supply voltage is divided in the ratio of the resistances in the potential divider.
For the potential divider shown:
\(\frac{{{V_1}}}{{{V_2}}} = \frac{{{R_1}}}{{{R_2}}}\)
\({V_s} = {V_1} + {V_2}\)
\({V_1} = {V_s} \times \frac{{{R_1}}}{{{R_1} + {R_2}}}\)
Of the three relationships stated above, any one can be used to find the voltage across a given resistor.
If one of the resistances in a voltage divider increases, then the voltage across that resistor also increases. This may appear to be the wrong way round but it is because of the way the resistors are connected together.
The circuit of a voltage divider may be drawn with the two resistors vertical, not horizontal. If there are two resistors in series across a voltage source, then the circuit is a voltage divider.
Question
What is the total resistance of a 3 惟 resistor and a 6 惟 resistor in parallel?
\([\frac{1}{R_{\text{total}}} = \frac{1}{R_1} + \frac{1}{R_2}]\)
\([\frac{1}{R_{\text{total}}} = \frac{1}{3} + \frac{1}{6}]\)
\([\frac{1}{R_{\text{total}}} = \frac{1}{2}]\)
\([R_{\text{total}} = 2 \div 1 = 2 \ \Omega]\)
Quiz
Test your knowledge of electric circuits with this quiz.
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