AQA · A-Level · Physics
Course version: 7408 · Version from Sept 2016
Limitations of real operational amplifiers.
Full specification wording
Real operational amplifiers (A-level only): Limitations of real operational amplifiers.
Real operational amplifiers depart from the ideal model in several ways that affect circuit performance.
Checked against the AQA 7408 specification (opens in a new tab) on .
- Point 1 of 3
- 4 key terms
Study notes
From the checked teaching notes for this specification point.
The idea
Real operational amplifiers depart from the ideal model in several ways that affect circuit performance. Open-loop gain is finite, input impedance is not infinite, output impedance is not zero, and the output cannot swing beyond the supply rails, so saturation occurs. Real devices also have a finite gain-bandwidth product, meaning gain falls as frequency rises, and they exhibit offset voltage, bias currents and slew-rate limits. You should be able to explain how each limitation changes the behaviour of a practical amplifier compared with predictions from the ideal relationships, and suggest how circuit design can reduce the effects, for example by choosing a device with a higher gain-bandwidth product or by keeping signals within the linear output range.
What earns the marks
- Explains that finite open-loop gain means the virtual earth approximation is only approximate, so measured gain is slightly lower than the ideal calculated value.
- Describes saturation as the output voltage being limited by the positive and negative supply rails, so the output clips rather than following the input further.
- Explains that finite gain-bandwidth product causes the available gain to fall as signal frequency increases, limiting performance at high frequencies.
- Identifies input offset voltage or input bias current as causes of a small unwanted output voltage even when the input is zero.
- Describes slew rate as a limit on how quickly the output voltage can change, causing distortion of fast or large signals.
Common mistakes and how to put them right
Treating the op-amp output as able to exceed the supply rails.
Put it right: Recognise that saturation clamps the output near the rail voltages.
Assuming gain is constant at all frequencies.
Put it right: Apply the gain-bandwidth product idea so that higher gain reduces usable bandwidth.
Ignoring input offset voltage when explaining a non-zero output for zero input.
Put it right: Attribute it to device imperfections such as offset and bias current.
Exam tips
- Link each limitation to a specific observable effect on the output waveform, such as clipping, reduced amplitude or distortion.
- Use comparative language, for example ideal predicts one value while the real circuit gives a slightly different value, to show understanding.
- When asked to suggest improvements, refer to device choice or circuit operating conditions rather than vague statements about better components.
Try the lesson
The start of the Real operational amplifiers (A-level only): Limitations of real operational amplifiers. lesson, made from checked teaching notes for this specification point.
Have a go first
Which statement correctly describes the open-loop voltage gain of a real operational amplifier?
Listen
Real operational amplifiers depart from the ideal model in several ways that affect circuit performance. Open-loop gain is finite, input impedance is not infinite, output impedance is not zero, and the output cannot swing beyond the supply rails, so saturation occurs. Real devices also have a finite gain-bandwidth product, meaning gain falls as frequency rises, and they exhibit offset voltage, bias currents and slew-rate limits. You should be able to explain how each limitation changes the behaviour of a practical amplifier compared with predictions from the ideal relationships, and suggest how circuit design can reduce the effects, for example by choosing a device with a higher gain-bandwidth product or by keeping signals within the linear output range. A strong answer earns marks for these points. Explains that finite open-loop gain means the virtual earth approximation is only approximate, so measured gain is slightly lower than the ideal calculated value. Describes saturation as the output voltage being limited by the positive and negative supply rails, so the output clips rather than following the input further. Explains that finite gain-bandwidth product causes the available gain to fall as signal frequency increases, limiting performance at high frequencies. Identifies input offset voltage or input bias current as causes of a small unwanted output voltage even when the input is zero. A common slip: Treating the op-amp output as able to exceed the supply rails. Instead, recognise that saturation clamps the output near the rail voltages. Exam tip: Link each limitation to a specific observable effect on the output waveform, such as clipping, reduced amplitude or distortion.
Key words
Say what each word means before you turn the card.
Saturation
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Gain-bandwidth product
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Slew rate
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Input offset voltage
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See every definition
- Saturation
- The output voltage is limited by the positive and negative supply rails, so the output clips rather than following the input further.
- Gain-bandwidth product
- A finite value meaning the available gain falls as signal frequency increases, limiting performance at high frequencies.
- Slew rate
- A limit on how quickly the output voltage can change, causing distortion of fast or large signals.
- Input offset voltage
- A cause of a small unwanted output voltage even when the input is zero.
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