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🥁 Metric Modulation Calculator
Calculate a new tempo when one rhythmic note value becomes another. Enter your starting BPM, choose the note value being carried across the tempo change, and choose what that pulse becomes in the new tempo.Enter the starting quarter-note BPM.The rhythmic value whose duration stays constant.What the old pulse represents after the modulation.New Quarter-Note Tempo— BPMOriginal Tempo —Tempo Ratio —Tempo Change —Common Metric Modulations
How the Metric Modulation Calculator works:
Metric modulation changes tempo by using a rhythmic subdivision from the original tempo as the reference pulse for the new tempo.
The calculator represents each note as a duration relative to a quarter note. It determines how long the selected old pulse lasts at the original BPM, then calculates the quarter-note tempo required for the selected new note value to have that exact same duration.
For example, if a quarter note at 120 BPM becomes an eighth note, the new quarter-note tempo is 240 BPM. The physical duration of the shared pulse stays the same even though its rhythmic meaning changes. -
A Metric Modulation Calculator helps musicians calculate a new tempo when a rhythmic note value from one tempo becomes a different note value in another tempo. Metric modulation is commonly used by composers, drummers, producers, arrangers, and advanced musicians to create tempo changes that remain mathematically connected to the original pulse.
Enter the original BPM, select the rhythmic value that will remain constant, and then choose what that pulse becomes after the tempo change. The calculator determines the new quarter-note BPM while preserving the actual duration of the shared rhythmic pulse.
For example, at 120 BPM, an eighth note lasts 250 milliseconds. If that eighth-note pulse becomes the quarter-note pulse after the modulation, the new tempo is 60 BPM. The speed of the shared pulse has not changed—only its rhythmic function has changed.
The calculator includes whole, half, quarter, eighth, and sixteenth notes along with common dotted and triplet note values, making it useful for exploring simple and more complex metric relationships.
Metric modulation can create tempo changes that sound connected rather than arbitrary and can be especially useful when moving between straight, dotted, and triplet subdivisions.
Tip: Before attempting a metric modulation, tap or count the shared subdivision several times at the original tempo. Keep that pulse steady while mentally changing what the pulse represents. This makes it much easier to feel the new tempo instead of relying only on the mathematical calculation.
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