7.1 Name TWO characteristics of an ideal op amp - NSC Electrical Technology Electronics - Question 7 - 2016 - Paper 1
Question 7
7.1 Name TWO characteristics of an ideal op amp.
7.2 Describe the term bandwidth.
7.3 Describe the term positive feedback.
7.4 Draw and label the circuit symbol o... show full transcript
Worked Solution & Example Answer:7.1 Name TWO characteristics of an ideal op amp - NSC Electrical Technology Electronics - Question 7 - 2016 - Paper 1
Step 1
Name TWO characteristics of an ideal op amp.
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Answer
The two characteristics of an ideal op amp include:
Open-loop voltage gain (Av) is infinite, allowing for very high amplification under ideal conditions.
Input impedance (Zin) is infinite, ensuring that the op amp does not load the preceding circuit.
Step 2
Describe the term bandwidth.
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The term bandwidth refers to the range of frequencies over which the op amp can amplify signals without significant distortion or loss of gain. It is the frequency range within which the gain remains acceptable and is crucial for determining the operational limits of the amplifier.
Step 3
Describe the term positive feedback.
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Positive feedback occurs when the output signal of an amplifier circuit is fed back into the input in such a manner that it reinforces the original input signal. This results in an increase in the overall gain of the system, leading to potential instability or oscillation.
Step 4
Draw and label the circuit symbol of an op amp. Include the power terminals.
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The circuit symbol for an operational amplifier consists of a triangle shape with two inputs (inverting and non-inverting) and an output. The power terminals are typically marked as +V (positive supply) and -V (negative supply).
Step 5
With reference to the ideal op-amp circuits below, draw the given input and output wave form diagrams on the same y-axis. Label the wave forms.
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For the circuits in FIGURE 7.1 and FIGURE 7.2, the input and output waveforms should be drawn sinusoidal. The output in FIGURE 7.1 should be noted for its amplification and phase inversions corresponding to the input signals. The waveforms must overlap on the same y-axis for comparison.
Step 6
Identify the op-amp configuration.
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The op-amp configuration can be identified as a non-inverting amplifier based on the arrangement of the input and feedback components in the circuit.
Step 7
Draw the input and output signal on the same y-axis. Label the wave forms.
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The input waveform should be a standard sine wave, while the output waveform will be the amplified version. Ensure that the two waveforms are labeled properly to distinguish between 'Input' and 'Output'.
Step 8
Calculate the voltage gain.
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The voltage gain (AV) can be calculated using the formula:
A_V = rac{V_{out}}{V_{in}} = 1 + rac{R_f}{R_{in}}
Substituting the given values into the formula will yield the required gain.
Step 9
Calculate the output voltage if an input signal of 2.5 V is applied to the op amp.
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To find the output voltage (Vout), we apply the earlier calculated voltage gain to the input signal:
Vout=AVimesVin
Using the gain derived from the previous calculation will allow for this final value to be determined.
Step 10
Name TWO applications of an astable multivibrator circuit.
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Two applications of an astable multivibrator circuit include:
Tone generator – used in sound production.
Clock pulse generator – serves as a timing source in digital circuits.
Step 11
Draw the input wave form shown in FIGURE 7.5 and the output wave form from directly below it.
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The input waveform depicted as a square wave in FIGURE 7.5 should be carefully sketched, with the corresponding output waveform illustrating the timing and phase relationship due to the bi-stable multivibrator's function.
Step 12
Identify the type of feedback used in the RC phase-shift oscillator.
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The feedback used in the RC phase-shift oscillator is positive feedback, which is essential for sustaining oscillations in the circuit.
Step 13
State ONE application of the oscillator.
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One application of the RC phase-shift oscillator is as a tone oscillator, used to generate audio frequencies.
Step 14
Calculate the oscillation frequency for an RC phase-shift oscillator.
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The oscillation frequency (fosc) for the RC phase-shift oscillator can be calculated using the formula:
f_{osc} = rac{1}{2 ext{π} imes R imes C ext{(Total)}}
Substituting the values of resistance and capacitance will give the frequency.
Step 15
State ONE application of the integrator circuit.
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One application of the integrator circuit is signal conditioning, where it converts a step input into a ramp output.
Step 16
Draw the input and output wave forms of the op-amp integrator circuit.
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In the integrator circuit, the input wave form is a square wave, while the output wave form is a triangular waveform showing the accumulation of the input signal over time.