Orbit to Tempo Translation: Super Earth L98-59F Song
Chapter 1

Meet the cosmic muse

Chapter 2

Writing the stellar lyrics

Chapter 3

Setting the planetary beat

Chapter 4

Composing the cosmic atmosphere

YOUR GOAL

Master of A song for L 98-59 f

Ch 3 · Setting the planetary beat
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justakid The polyrhythms of five planets

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justakid Super Earth L 98-59 f

Just thirty-five light-years away, L ninety-eight fifty-nine f spins her twenty-three day beat!

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justakid Translating orbits into tempo

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The polyrhythms of five planets

justakid The overlapping orbits of the L 98-59 system create complex, natural mathematical rhythms.

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Translating orbits into tempo

justakid You can use the 23-day orbit of L 98-59 f to calculate a custom tempo for your track.

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Super Earth Jam
BETA

justakid Play Super Earth Jam to create a planetary beat for the exoplanet L98-59F. Mix music and science in this educational space game.

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Fun Fact

Cosmic harmony: When scientists sonify planetary orbits, they often scale up the frequencies by octaves so the human ear can actually hear the orbital harmony.

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Glossary
tempo (noun)
The speed or pace at which a piece of music is played. Astronomers confirmed the 23-day orbit of super-Earth L98-59f in 2025, establishing the song's musical pace.

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Gossip

Which element of a song is most important?

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Quiz

What is a polyrhythm in music, such as one representing the five L 98-59 planets?

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justakid The science of sonification

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Quiz

Which of these is the most common time signature in Western music, often challenged by space-themed songs?

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justakid Choosing your time signature

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Quiz

Which instrument would best represent the slow, heavy gravity of a super-Earth like L 98-59 f?

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Quiz

How many confirmed planets orbit the star L 98-59 in total?

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Quiz

If we scale L 98-59 f's 23-day orbit directly to beats per minute (BPM), what is the resulting base tempo?

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Quiz

What is the scientific term for translating data from planets like L 98-59 f into sound?

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Quiz

How do the planets in the L 98-59 system avoid colliding despite their close orbits?

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Quiz

Why must astronomers scale up planetary orbital frequencies of the L 98-59 system to make them audible?

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