The VoiceLab i Your voice is a wave

Lab i · the voice

See your own voice

Turn on the microphone and your voice draws itself on the screen. A steady note makes a tidy, repeating wiggle; a breathy “shh” makes a scribble; sing higher and the wiggle speeds up. Pitch is only how fast you wiggle the air.

works for:Ages 6–9Ages 10–13Ages 14+

the big idea, in plain words

Your voice is made of tiny pushes on the air — the same shaking you feel if you rest a finger on your throat and hum. Turn on the microphone below and that shaking gets drawn as a line. A steady note makes a tidy wiggle that repeats over and over. A breathy “shh” makes a messy scribble with no pattern. And when you sing higher, the wiggle speeds up — more wiggles squeezed into every second.

listen to your voice

Tap start, then hum or sing a steady note. The panel shows your wave, your pitch in hertz, and the nearest note.

Your voice never leaves this device.

A tidy wiggle

Hold one steady note. The line settles into the same little shape, repeating again and again. That neat repeat is what your ear hears as a clear pitch.

A scribble

Now whisper or make a “shh”. No repeating shape — just a jumble. Noise and breath have no single speed, so there is no clear note to hear.

Faster = higher

Slide your voice up. Watch the wiggles crowd together and the hertz number climb. More wiggles per second is exactly what “higher” means.

For the classroom

Learning goals

  • The voice is a vibration in air; a microphone plus an oscilloscope turns that invisible vibration into a visible, repeating wave.
  • A clear pitch corresponds to a periodic waveform, while breath and noise are aperiodic — a scribble with no single frequency.
  • Frequency (Hz) counts cycles per second and is the reciprocal of the period: T = 1/f — a first, concrete inverse relationship.

Try this

  1. 1.Have three students hum the same note into the scope and compare how tidy each wave looks; then have one hum a breathy 'shh' so the class sees a periodic wave become a scribble.
  2. 2.Ask a student to slide from a low note to a high one and watch the Hz readout climb; pause when the number roughly doubles and connect that doubling to jumping up one octave.