TRAPPIST-1 — where it appears
Named by 2 essays across one field — each of them below, with the objects they name alongside it.
A chain that could not have been assembled in place
Seven planets whose successive period ratios are all close to small whole numbers. Capture into a resonance requires the orbits to converge slowly, and converging slowly is something planets can only do in a disc.
A shoreline measured in light already spent
In the solar system one line of slope four, in the plane of escape velocity against sunlight, separates every world with air from every world without. Drawn against the light a planet receives today it puts the temperate planets of a small red dwarf safely on the side with air. Drawn against the stripping light their star has already spent, it moves them an order of magnitude toward the airless side — and leaves most of them inside a band that the line's unknown height cannot resolve.
Named alongside it
The objects these essays reach for when they reach for this one.
Adiabatic invariantConvergent migrationCosmic shorelineDynamical stabilityEnergy-limited escapeEscape velocityLaplace resonanceLibrationMigrationRed dwarfsResonance captureResonant chain