Experiment: Frequency Response of Piezo Buzzer

1. Aim

To measure acoustic output versus drive frequency of a piezo buzzer and identify its resonant frequency region.


2. Apparatus / Components Required


3. Theory & Principle

Piezo buzzers show non-uniform response with frequency. Output intensity peaks near mechanical resonance determined by buzzer structure and enclosure.

By sweeping frequency and measuring microphone amplitude, we obtain response curve:

\[A = f(\nu)\]

Peak of this curve corresponds to resonance frequency.


4. Circuit Diagram / Setup

  1. Connect piezo buzzer to waveform output.
  2. Place microphone at fixed distance from buzzer.
  3. Ensure constant geometry during sweep.
  4. Open frequency-response measurement screen.

5. Procedure

  1. Set sweep range (e.g., 1 kHz to 5 kHz).
  2. Run sweep and record microphone amplitude at each step.
  3. Plot amplitude vs frequency.
  4. Identify resonance peak and bandwidth around peak.
  5. Repeat once for consistency check.


6. Observation Table

Frequency (Hz) Amplitude (arb.)
1000  
1500  
2000  
2500  
3000  
3500  
4000  
4500  
5000  

7. Results and Discussion


8. Precautions

  1. Keep microphone distance fixed throughout sweep.
  2. Avoid reflections from nearby hard surfaces where possible.
  3. Use same gain settings for all readings.

9. Troubleshooting

Symptom Possible Cause Corrective Action
Flat response curve Microphone clipping/low sensitivity Adjust mic gain and verify connection
Irregular spikes Environmental noise/reflections Repeat in quieter open area
No clear resonance Defective buzzer or too narrow sweep Expand sweep range and test buzzer

10. Viva-Voce Questions

Q1. Why can't ExpEYES directly drive an 8 Ohm loudspeaker from sine output?

Ans: The source cannot supply the high current demanded by low-impedance loads; piezo is a higher-impedance alternative.

Q2. What is resonant frequency in this context?

Ans: Frequency at which buzzer mechanical-electrical coupling gives maximum output amplitude.