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Intervals

Interactive museum of musical sound

Pluck the string.

The instrument is a monochord: one measured string over a sounding box. A movable bridge shortens the part that can vibrate. Pick a stop, then pluck.

Story · Discovery 1

Divide the string on the monochord above.

Return to The string →

What to notice

Simple ratios of string length make familiar intervals.

Divide the length by two. The frequency doubles. Take off less than that and the pitch rises by less. The bridge on the instrument above makes the cut, and the rule beneath it reads the fraction.

Each stop leaves a shorter length, so each stop sounds higher.

Add the second string on the instrument above and keep it whole. Each stop then sounds with it, and the name of that pair arrives on its row.

1110 Hz
⅘138 Hz
¾147 Hz
⅔165 Hz
½220 Hz

Two tones lock together when both waves return to their starting phase after a few cycles. At 2:1 that happens every cycle. Bigger numbers make the ear wait longer for the pattern to come round.

Exhibit directory

Choose any room.

The string · where every interval starts

This is a monochord.

One measured string runs over a sounding box, and the rule beneath reads its length. Move the bridge, and the part of the string that can still vibrate gets shorter. Pick a stop, then pluck. Every stop you take sounds higher than the one before it, and the readout counts the rise in hertz.

One measured string over a sounding box. Move the bridge to shorten the part that vibrates, then pluck. A shorter length sounds higher, and the readout counts it in hertz.

Set the bridgewhole string · 110 Hz