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Conversion

Astronomical Distance Converter (ly / pc / AU / km)

Astronomical distances span more than twenty orders of magnitude — from the Earth–Moon distance (10⁸ m) to the edge of the observable universe (10²⁶ m). Enter any value and the tool converts it simultaneously to metres, kilometres, miles, Earth radii, Earth–Moon distances, astronomical units (AU), light-seconds / minutes / hours / days, light-years, parsecs and megaparsecs, using the IAU 2012 / 2015 anchor definitions. Common-object presets (Moon, Mars, Proxima Centauri, Sgr A*, Andromeda) fill the field with one click.

Common objects (one-click)

Anchors: 1 au = 149 597 870 700 m (IAU 2012); 1 ly = c × Julian year = 9.461 × 10¹⁵ m; 1 pc = 648 000/π au; c = 299 792 458 m/s exactly.

Formula

1 au = 149 597 870 700 m (IAU 2012 Resolution B2) 1 ly = c × Julian year = 299 792 458 m/s × 365.25 × 86 400 s = 9 460 730 472 580 800 m 1 pc = 648 000 / π au ≈ 3.085 677 581 × 10¹⁶ m (IAU 2015 Resolution B2) Speed of light c = 299 792 458 m/s (exact, 1983 SI definition)

Frequently asked

Why do both light-years and parsecs exist — which one should I use?

Both are entrenched, for different reasons. The light-year (ly) is intuitive for non-specialists — the number ties directly to light speed and time, so textbooks, popular science and ad copy default to it. The parsec (pc) is more convenient for working astronomers because it falls directly out of parallax: invert the parallax angle in arcseconds and you have the distance in parsecs, so converting Hipparcos / Gaia data (e.g. parallax 4 mas → 250 pc) is one division. Professional journals (ApJ, A&A, MNRAS) quote pc / kpc / Mpc almost exclusively. The conversion is 1 pc = 3.262 ly, so swapping is trivial — the tool shows both so you can pick whichever fits your audience.

Is a light-year a unit of time or distance?

It is a unit of *distance*, despite the "year" in the name — specifically, it is the distance light travels in one year. 1 ly = c × Julian year = 9.461 × 10¹⁵ m ≈ 9.461 trillion km. So "Proxima Centauri is 4.2465 ly away" means that a beam of light leaving Earth would take 4.2465 years to reach it — but the "4.2465 ly" itself is a length, not a time. The common sci-fi line "we are 5 light-years away" is describing distance; how long the ship actually takes to get there depends on its speed (the light-year only says "5 years at light speed").

Isn't the observable universe just 13.8 Gly across (the age of the universe times c)?

No — this is a common classroom slip. 13.8 Gyr is the age of the universe; multiplied by c, it gives only the *light-travel* distance ("how far did light move through space, ignoring expansion"). But space has been expanding the whole time, so the emitter is now much farther away. The current (comoving) distance to the most distant light we can see — the cosmic microwave background — is about 46.5 Gly (≈ 14.3 Gpc). In other words: that CMB photon was emitted from material now ~46.5 Gly away, even though only 13.8 Gyr have elapsed. The tool's Mpc tile lines up with this scale (46.5 Gly = 14 277 Mpc). Primary sources: Planck 2018 cosmological parameters; J. R. Gott et al., ApJ 624 (2005).

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