Light-Year

ly=9.4607304725808×1015 m\mathrm{ly} = 9.4607304725808 \times 10^{15}\ \text{m}
Value9.4607304725808e15 m
StatusExact by definition — no uncertainty
SourceIAU; product of the defined speed of light and the Julian year
CategoriesAstronomical
Light-Year in every length unit
Planck length5.8534888e+50 lP
femtometer9.4607305e+30 fm
picometer9.4607305e+27 pm
bohr radius1.7878190e+26 a0
angstrom9.4607305e+25 Å
nanometer9.4607305e+24 nm
micrometer9.4607305e+21 μm
thou3.7246970e+20 thou
point2.6817819e+19 pt
millimeter9.4607305e+18 mm
pica2.2348182e+18 pc
centimeter9.4607305e+17 cm
inch3.7246970e+17 in
decimeter9.4607305e+16 dm
hand9.3117426e+16 hh
link4.7029003e+16 li
foot3.1039142e+16 ft
US survey foot3.1039080e+16 ftUS
yard1.0346381e+16 yd
meter9.4607305e+15 m
fathom5.1731903e+15 ftm
rod1.8811601e+15 rd
chain470,290,030,000,000 ch
cable length51,083,858,000,000 cb
furlong47,029,003,000,000 fur
kilometer9,460,730,500,000 km
mile5,878,625,400,000 mi
nautical mile5,108,385,800,000 nmi
league1,959,541,800,000 lea
megameter9,460,730,500 Mm
Earth radius1,484,967,900 REarth
light-second31,557,600 ls
lunar distance24,611,746 LD
solar radius13,598,865 Rsun
light-minute525,960 lmin
astronomical unit63,241.077 AU
light-year1 ly
parsec0.30660139 pc
kiloparsec0.00030660139 kpc
megaparsec3.0660139e-07 Mpc
gigaparsec3.0660139e-10 Gpc

Learning zone

That light travels at all was settled by Ole Rømer in 1676. Timing the eclipses of Jupiter's moon Io, he found them running late when Earth was on the far side of its orbit and early when it was near — the difference being the time light needed to cross the diameter of Earth's orbit. Rømer's colleagues largely disbelieved him; Huygens took the number seriously and combined it with the crude au of the day to get a speed within 30 per cent of the modern value.

The light-year is exact for a bookkeeping reason rather than a profound one: the speed of light has been a defined constant since 1983, and the IAU's Julian year is exactly 365.25 × 86 400 seconds, so their product is an exact integer of metres. Astronomers themselves rarely use it — parsecs come straight out of parallax measurements — but it is the unit that carries the physics to a general audience, because it also states how far into the past you are looking.