Astronomical constants

106 values, each with its units, its uncertainty, and where it came from.

Astronomical Unit exact

au=1.495978707×1011 m\mathrm{au} = 1.495978707 \times 10^{11}\ \text{m}

mThe Sun–Earth yardstick, fixed by the IAU in 2012 as exactly 149 597 870 700 m and no longer tied to Earth's actual orbit.

Axial Tilt of Mars

εMars=0.4396484 rad\varepsilon_{\mathrm{Mars}} = 0.4396484\ \text{rad}

radObliquity of Mars, 25.19° — a near-twin of Earth's tilt today, but chaotic over millions of years for want of a stabilising moon.

Axial Tilt of Uranus

εUranus=1.7064084 rad\varepsilon_{\mathrm{Uranus}} = 1.7064084\ \text{rad}

radObliquity of Uranus, 97.77° — the planet rolls around its orbit on its side, poles sunward, unlike anything else in the solar system.

Cosmic Microwave Background Temperature measured

TCMB=2.72548 KT_{\mathrm{CMB}} = 2.72548\ \text{K}

KTemperature of the relic radiation from the Big Bang, 2.725 48 K — the most perfect blackbody spectrum ever measured, anywhere.

Critical Density of the Universe measured

ρc=8.53×1027 kg/m3\rho_c = 8.53 \times 10^{-27}\ \text{kg/m}^{3}

kg/m³Density 3H₀²/8πG that makes the universe spatially flat, about 8.5 × 10⁻²⁷ kg/m³ — some five hydrogen atoms per cubic metre.

Distance to Barnard's Star measured

dBarnard=5.6413×1016 md_{\mathrm{Barnard}} = 5.6413 \times 10^{16}\ \text{m}

mDistance to Barnard's Star, 5.64 × 10¹⁶ m or 5.96 light-years — the fastest-moving star in the sky, crossing a Moon-width per lifetime.

Distance to Betelgeuse measured

dBet=5.184×1018 md_{\mathrm{Bet}} = 5.184 \times 10^{18}\ \text{m}

mDistance to Betelgeuse, about 168 parsecs or 548 light-years — uncertain by ten per cent, because the star is bigger than its own parallax.

Distance to Proxima Centauri measured

dProx=4.0175×1016 md_{\mathrm{Prox}} = 4.0175 \times 10^{16}\ \text{m}

mDistance to the nearest star beyond the Sun, 4.017 × 10¹⁶ m — 4.246 light-years or 1.302 pc, from a Gaia parallax of 768.07 mas.

Distance to Sirius measured

dSirius=8.137×1016 md_{\mathrm{Sirius}} = 8.137 \times 10^{16}\ \text{m}

mDistance to Sirius, 8.14 × 10¹⁶ m or 8.60 light-years — the brightest star in the night sky owes half its rank to simple nearness.

Earth Equatorial Radius exact

a=6,378,137 ma_\oplus = 6,378,137\ \text{m}

mSemi-major axis of the WGS 84 reference ellipsoid, exactly 6 378 137 m — the equatorial radius every GPS receiver is built around.

Earth Mean Orbital Speed

v=29,780 m/sv_\oplus = 29,780\ \text{m/s}

m/sMean speed of the Earth along its orbit, about 29.78 km/s — roughly 107 000 km/h, and it varies with distance from the Sun.

Earth Mean Radius

R=6,371,008.8 mR_\oplus = 6,371,008.8\ \text{m}

mMean radius (2a + b)/3 of the WGS 84 ellipsoid, about 6371 km — the single figure used when a spherical Earth is good enough.

Earth Orbit Semi-Major Axis

a,orb=1.495982612×1011 ma_{\oplus,\mathrm{orb}} = 1.495982612 \times 10^{11}\ \text{m}

mEarth's actual mean orbital distance, 1.000 002 61 au — close to the astronomical unit but a measured quantity, not the definition.

Earth Orbital Eccentricity

e=0.0167086 —e_\oplus = 0.0167086\ \text{—}

Eccentricity of Earth's orbit at J2000, 0.0167 — nearly circular, yet enough to vary sunlight at the top of the atmosphere by 6.8 per cent.

Earth Polar Radius exact

b=6,356,752.314245 mb_\oplus = 6,356,752.314245\ \text{m}

mSemi-minor axis of the WGS 84 ellipsoid, 6 356 752.3 m — 21.4 km shorter than the equatorial radius because the Earth is spinning.

Equatorial Radius of Jupiter measured

RJ=71,492,000 mR_{\mathrm{J}} = 71,492,000\ \text{m}

mJupiter's equatorial radius at the 1-bar level, 71 492 km; the polar radius is 66 854 km, a 6.5 per cent flattening from fast rotation.

Equatorial Radius of Neptune measured

RNeptune=24,764,000 mR_{\mathrm{Neptune}} = 24,764,000\ \text{m}

mNeptune's equatorial radius at the 1-bar level, 24 764 km — slightly smaller than Uranus while noticeably heavier, the denser twin.

Equatorial Radius of Saturn measured

RSaturn=60,268,000 mR_{\mathrm{Saturn}} = 60,268,000\ \text{m}

mSaturn's equatorial radius at the 1-bar level, 60 268 km — nine and a half Earths across, not counting the quarter-million-kilometre rings.

Equatorial Radius of Uranus measured

RUranus=25,559,000 mR_{\mathrm{Uranus}} = 25,559,000\ \text{m}

mUranus's equatorial radius at the 1-bar level, 25 559 km — four Earths across, measured almost entirely from one 1986 flyby.

Escape Velocity of Jupiter

vesc,J=59,500 m/sv_{\mathrm{esc},\mathrm{J}} = 59,500\ \text{m/s}

m/sSpeed needed to escape Jupiter from the 1-bar level, 59.5 km/s — a well so deep the planet has kept every gas since it formed.

Escape Velocity of Mars

vesc,Mars=5,030 m/sv_{\mathrm{esc},\mathrm{Mars}} = 5,030\ \text{m/s}

m/sSpeed needed to escape Mars from the surface, about 5.03 km/s — less than half Earth's, which is why a return mission is even thinkable.

Escape Velocity of Mercury

vesc,Mercury=4,250 m/sv_{\mathrm{esc},\mathrm{Mercury}} = 4,250\ \text{m/s}

m/sSpeed needed to escape Mercury from its surface, about 4.25 km/s — too low to hold an atmosphere against 700 K daytime heat.

Escape Velocity of Neptune

vesc,Neptune=23,500 m/sv_{\mathrm{esc},\mathrm{Neptune}} = 23,500\ \text{m/s}

m/sSpeed needed to escape Neptune from the 1-bar level, 23.5 km/s — a well that even governs who stays put in the Kuiper belt beyond.

Escape Velocity of Saturn

vesc,Saturn=35,500 m/sv_{\mathrm{esc},\mathrm{Saturn}} = 35,500\ \text{m/s}

m/sSpeed needed to escape Saturn from the 1-bar level, 35.5 km/s — the well Cassini deliberately fell into at the end of its mission.

Escape Velocity of the Earth

vesc,=11,186 m/sv_{\mathrm{esc},\oplus} = 11,186\ \text{m/s}

m/sSpeed needed to break free of Earth's gravity from the surface, about 11.19 km/s, ignoring atmospheric drag and the planet's rotation.

Escape Velocity of the Moon

vesc,Moon=2,380 m/sv_{\mathrm{esc},\mathrm{Moon}} = 2,380\ \text{m/s}

m/sSpeed needed to leave the Moon's gravity from its surface, about 2.38 km/s — roughly a fifth of Earth's escape velocity.

Escape Velocity of Uranus

vesc,Uranus=21,300 m/sv_{\mathrm{esc},\mathrm{Uranus}} = 21,300\ \text{m/s}

m/sSpeed needed to escape Uranus from the 1-bar level, 21.3 km/s — deep enough to keep hydrogen for the age of the solar system.

Escape Velocity of Venus

vesc,Venus=10,360 m/sv_{\mathrm{esc},\mathrm{Venus}} = 10,360\ \text{m/s}

m/sSpeed needed to escape Venus from its surface, 10.36 km/s — nearly Earth's, which is why Venus kept a crushing atmosphere and its water did not survive anyway.

Jupiter Orbit Semi-Major Axis

aJup=7.7857×1011 ma_{\mathrm{Jup}} = 7.7857 \times 10^{11}\ \text{m}

mMean distance of Jupiter from the Sun, 778.57 million km or 5.204 au — the orbit that organises the architecture of the solar system.

Luminosity of Alpha Centauri A measured

LαCenA=5.815×1026 WL_{\alpha\,\mathrm{Cen\,A}} = 5.815 \times 10^{26}\ \text{W}

WPower output of Alpha Centauri A, 1.52 times the Sun's — a slightly older, slightly brighter solar twin, our best preview of the Sun's future.

Luminosity of Sirius A measured

LSirA=9.72×1027 WL_{\mathrm{Sir\,A}} = 9.72 \times 10^{27}\ \text{W}

WPower output of Sirius A, 25.4 times the Sun's — the true wattage behind the night sky's brightest star, mostly poured out in the ultraviolet.

Luminosity of Vega measured

LVega=1.536×1028 WL_{\mathrm{Vega}} = 1.536 \times 10^{28}\ \text{W}

WApparent luminosity of Vega, about 40 Suns — the star that defined magnitude zero, later caught cheating by spinning nearly apart.

Mass of Jupiter measured

MJ=1.8982×1027 kgM_{\mathrm{J}} = 1.8982 \times 10^{27}\ \text{kg}

kgMass of Jupiter, 1.898 × 10²⁷ kg — 318 Earths, and more than twice all the other planets combined; the unit for weighing exoplanets.

Mass of Mars measured

MMars=6.4171×1023 kgM_{\mathrm{Mars}} = 6.4171 \times 10^{23}\ \text{kg}

kgMass of Mars, 6.417 × 10²³ kg — about 10.7 per cent of Earth's, small enough that the planet lost most of its atmosphere.

Mass of Mercury measured

MMercury=3.3011×1023 kgM_{\mathrm{Mercury}} = 3.3011 \times 10^{23}\ \text{kg}

kgMass of Mercury, 3.301 × 10²³ kg — the smallest planet, yet the second densest, with an iron core filling most of its volume.

Mass of Neptune measured

MNeptune=1.02413×1026 kgM_{\mathrm{Neptune}} = 1.02413 \times 10^{26}\ \text{kg}

kgMass of Neptune, 1.024 × 10²⁶ kg — 17.1 Earths, the densest of the giant planets and the one found with mathematics before a telescope.

Mass of Proxima Centauri measured

MProx=2.428×1029 kgM_{\mathrm{Prox}} = 2.428 \times 10^{29}\ \text{kg}

kgMass of Proxima Centauri, 0.1221 solar masses — an eighth of a Sun, just clear of the hydrogen-burning limit, with a trillion-year future.

Mass of Saturn measured

MSaturn=5.6834×1026 kgM_{\mathrm{Saturn}} = 5.6834 \times 10^{26}\ \text{kg}

kgMass of Saturn, 5.683 × 10²⁶ kg — 95 Earths spread so thinly that its mean density, 687 kg/m³, is less than that of water.

Mass of Sirius A measured

MSirA=4.102×1030 kgM_{\mathrm{Sir\,A}} = 4.102 \times 10^{30}\ \text{kg}

kgMass of Sirius A, 2.063 solar masses — weighed by watching its 50-year waltz with the white dwarf companion Bessel predicted unseen.

Mass of Sirius B measured

MSirB=2.024×1030 kgM_{\mathrm{Sir\,B}} = 2.024 \times 10^{30}\ \text{kg}

kgMass of the white dwarf Sirius B — 1.018 Suns packed into an Earth-sized sphere, the heaviest white dwarf with a precision mass.

Mass of the Earth measured

M=5.9722×1024 kgM_\oplus = 5.9722 \times 10^{24}\ \text{kg}

kgMass of the Earth, 5.9722 × 10²⁴ kg — the unit in which rocky exoplanets are weighed, and limited in precision only by G.

Mass of the Moon measured

MMoon=7.3459×1022 kgM_{\mathrm{Moon}} = 7.3459 \times 10^{22}\ \text{kg}

kgMass of the Moon, 7.346 × 10²² kg — 1.23 per cent of Earth's, the largest satellite-to-planet mass ratio in the solar system.

Mass of Uranus measured

MUranus=8.681×1025 kgM_{\mathrm{Uranus}} = 8.681 \times 10^{25}\ \text{kg}

kgMass of Uranus, 8.681 × 10²⁵ kg — 14.5 Earths of hydrogen, helium and icy volatiles, tipped on its side at 98 degrees.

Mass of Venus measured

MVenus=4.8675×1024 kgM_{\mathrm{Venus}} = 4.8675 \times 10^{24}\ \text{kg}

kgMass of Venus, 4.8675 × 10²⁴ kg — 81.5 per cent of Earth's, making it our closest twin in bulk and nothing like it in climate.

Mean Earth–Moon Distance

aMoon=384,400,000 ma_{\mathrm{Moon}} = 384,400,000\ \text{m}

mSemi-major axis of the lunar orbit, 384 400 km centre to centre; the actual distance ranges from 356 500 to 406 700 km.

Mean Radius of Mars measured

RMars=3,389,500 mR_{\mathrm{Mars}} = 3,389,500\ \text{m}

mVolumetric mean radius of Mars, 3389.5 km; the equatorial radius is 3396.2 km and the polar 3376.2 km, a 20 km flattening.

Mean Radius of Mercury measured

RMercury=2,439,700 mR_{\mathrm{Mercury}} = 2,439,700\ \text{m}

mVolumetric mean radius of Mercury, 2439.7 km — the smallest planet, barely a third of Earth's radius and still shrinking as its core cools.

Mean Radius of the Moon measured

RMoon=1,737,400 mR_{\mathrm{Moon}} = 1,737,400\ \text{m}

mVolumetric mean radius of the Moon, 1737.4 km — just over a quarter of Earth's radius, and barely 0.3 per cent from a perfect sphere.

Mean Radius of Venus measured

RVenus=6,051,800 mR_{\mathrm{Venus}} = 6,051,800\ \text{m}

mVolumetric mean radius of Venus, 6051.8 km — 95 per cent of Earth's, measured by radar through clouds no telescope can pierce.

Mean Solar Day exact

d=86,400 sd = 86,400\ \text{s}

sThe civil day of exactly 86 400 SI seconds — a defined unit that Earth's actual rotation now overruns by a millisecond or two.

Mercury Orbit Semi-Major Axis

aMercury=5.7909×1010 ma_{\mathrm{Mercury}} = 5.7909 \times 10^{10}\ \text{m}

mMean distance of Mercury from the Sun, 57.91 million km or 0.387 au — though its eccentric orbit swings 24 million km either side of it.

Nominal Solar Luminosity exact

LN=3.828×1026 W\mathcal{L}^{\mathrm{N}}_\odot = 3.828 \times 10^{26}\ \text{W}

WIAU nominal solar luminosity, exactly 3.828 × 10²⁶ W — the conventional unit in which every other star's power output is quoted.

Nominal Solar Radius exact

RN=695,700,000 m\mathcal{R}^{\mathrm{N}}_\odot = 695,700,000\ \text{m}

mIAU nominal solar radius, exactly 6.957 × 10⁸ m — a fixed convention, since a gaseous Sun has no true surface to measure.

Polar Radius of Jupiter measured

bJ=66,854,000 mb_{\mathrm{J}} = 66,854,000\ \text{m}

mJupiter's polar radius at the 1-bar level, 66 854 km — 4638 km less than the equatorial, squashed by a ten-hour rotation.

Polar Radius of Neptune measured

bNeptune=24,341,000 mb_{\mathrm{Neptune}} = 24,341,000\ \text{m}

mNeptune's polar radius at the 1-bar level, 24 341 km — a 1.7 per cent flattening, the roundest figure among the four giant planets.

Polar Radius of Saturn measured

bSaturn=54,364,000 mb_{\mathrm{Saturn}} = 54,364,000\ \text{m}

mSaturn's polar radius at the 1-bar level, 54 364 km — nearly 6000 km short of the equator, the most flattened planet there is.

Polar Radius of Uranus measured

bUranus=24,973,000 mb_{\mathrm{Uranus}} = 24,973,000\ \text{m}

mUranus's polar radius at the 1-bar level, 24 973 km — a 2.3 per cent flattening, with the odd twist that a pole often faces the Sun.

Radius of Proxima Centauri measured

RProx=107,280,000 mR_{\mathrm{Prox}} = 107,280,000\ \text{m}

mRadius of Proxima Centauri, 0.154 solar radii — the nearest star is only half again the size of Jupiter, glowing at 3000 K.

Radius of Sirius B measured

RSirB=5,634,000 mR_{\mathrm{Sir\,B}} = 5,634,000\ \text{m}

mRadius of Sirius B, 5634 km — a star smaller than the Earth, whose surface gravity compresses a sugar-cube's volume to a tonne of matter.

Schwarzschild Radius of the Sun measured

rs,=2,953.25 mr_{s,\odot} = 2,953.25\ \text{m}

mRadius to which the Sun would have to be crushed to become a black hole, 2GM⊙/c² — a shade under three kilometres.

Sidereal Day

Tsid=86,164.0905 sT_{\mathrm{sid}} = 86,164.0905\ \text{s}

sEarth's rotation period relative to the fixed stars, 23 h 56 min 4.09 s — about four minutes shorter than the solar day.

Sidereal Orbital Period of Jupiter

TJ=374,335,689.6 sT_{\mathrm{J}} = 374,335,689.6\ \text{s}

sJupiter's year, 4332.589 days or 11.86 Earth years — close enough to twelve that it paced calendars across the ancient world.

Sidereal Orbital Period of Mars

TMars=59,355,072 sT_{\mathrm{Mars}} = 59,355,072\ \text{s}

sThe Martian year, 686.980 days or 1.881 Earth years — the beat that sets the 26-month rhythm of every launch window.

Sidereal Orbital Period of Mercury

TMercury=7,600,521.6 sT_{\mathrm{Mercury}} = 7,600,521.6\ \text{s}

sMercury's year, 87.969 days — the fastest orbit of any planet, which earned it the name of the Roman gods' winged messenger.

Sidereal Orbital Period of Neptune

TNeptune=5,200,329,600 sT_{\mathrm{Neptune}} = 5,200,329,600\ \text{s}

sNeptune's year, 60 189 days or 164.8 Earth years — it completed its first full orbit since discovery on 11 July 2011.

Sidereal Orbital Period of Saturn

TSaturn=929,596,608 sT_{\mathrm{Saturn}} = 929,596,608\ \text{s}

sSaturn's year, 10 759.22 days — 29.46 Earth years, the generation-long cycle that made it antiquity's planet of old age and time.

Sidereal Orbital Period of the Moon

TMoon=2,360,594.88 sT_{\mathrm{Moon}} = 2,360,594.88\ \text{s}

sThe sidereal month, 27.3217 days — one true orbit of the Moon against the stars, and also exactly one rotation of the Moon itself.

Sidereal Orbital Period of Uranus

TUranus=2,651,218,560 sT_{\mathrm{Uranus}} = 2,651,218,560\ \text{s}

sUranus's year, 30 685.4 days — 84 Earth years, so the sideways planet gives each pole a 42-year day and a 42-year night.

Sidereal Orbital Period of Venus

TVenus=19,414,166.4 sT_{\mathrm{Venus}} = 19,414,166.4\ \text{s}

sVenus's year, 224.701 days — remarkable chiefly because it is shorter than the planet's own 243-day rotation.

Sidereal Rotation Period of Jupiter

Trot,J=35,730 sT_{\mathrm{rot},\mathrm{J}} = 35,730\ \text{s}

sOne rotation of Jupiter takes 9 h 55.5 min — the fastest spin of any planet, defined by the magnetic field because the clouds disagree.

Sidereal Rotation Period of Mars

Trot,Mars=88,642.44 sT_{\mathrm{rot},\mathrm{Mars}} = 88,642.44\ \text{s}

sOne true rotation of Mars, 24.6229 hours — the near-match to Earth's day that gives rover teams their slightly drifting 'sol'.

Sidereal Rotation Period of Mercury

Trot,Mercury=5,067,360 sT_{\mathrm{rot},\mathrm{Mercury}} = 5,067,360\ \text{s}

sMercury's true rotation period, 58.646 days — exactly two thirds of its year, a 3:2 resonance discovered by radar in 1965.

Sidereal Rotation Period of Neptune

Trot,Neptune=57,996 sT_{\mathrm{rot},\mathrm{Neptune}} = 57,996\ \text{s}

sOne rotation of Neptune takes 16.11 hours, clocked from Voyager 2's radio data during the single close encounter ever made.

Sidereal Rotation Period of Saturn

Trot,Saturn=38,361.6 sT_{\mathrm{rot},\mathrm{Saturn}} = 38,361.6\ \text{s}

sSaturn's rotation, conventionally 10.656 h from Voyager's radio data — a genuinely uncertain number on a planet that hides its own clock.

Sidereal Rotation Period of Uranus

Trot,Uranus=62,064 sT_{\mathrm{rot},\mathrm{Uranus}} = 62,064\ \text{s}

sOne rotation of Uranus takes 17.24 hours, retrograde by the tilt's own geometry — a Voyager radio measurement never since repeated.

Sidereal Rotation Period of Venus

Trot,Venus=20,997,360 sT_{\mathrm{rot},\mathrm{Venus}} = 20,997,360\ \text{s}

sOne rotation of Venus takes 243.02 days, and it turns backwards — the slowest and the only retrograde spin among the inner planets.

Sidereal Year

Tsidyr=31,558,149.8 sT_{\mathrm{sid}}^{\mathrm{yr}} = 31,558,149.8\ \text{s}

sOne orbit of the Sun relative to the fixed stars, 365.2564 days — about 20 minutes longer than the tropical year of the seasons.

Solar Constant (Total Solar Irradiance) measured

S0=1,361 W/m2S_0 = 1,361\ \text{W/m}^{2}

W/m²Total solar irradiance above the atmosphere at one au, about 1361 W/m² — the input to every climate model and solar panel estimate.

Solar Effective Temperature exact

TeffN=5,772 K\mathcal{T}^{\mathrm{N}}_{\mathrm{eff}\odot} = 5,772\ \text{K}

KIAU nominal effective temperature of the Sun, 5772 K — the blackbody temperature that radiates the solar luminosity from the solar radius.

Solar Mass measured

M=1.98841×1030 kgM_\odot = 1.98841 \times 10^{30}\ \text{kg}

kgMass of the Sun, about 333 000 Earths and 99.86 per cent of all matter in the solar system — the yardstick for every stellar mass.

Solar Wind Speed (typical)

vsw=400,000 m/sv_{\mathrm{sw}} = 400,000\ \text{m/s}

m/sTypical speed of the solar wind at Earth's orbit, about 400 km/s; the slow and fast streams range from roughly 300 to 800 km/s.

Standard Gravitational Parameter of the Earth measured

GM=3.986004418×1014 m3/s2GM_\oplus = 3.986004418 \times 10^{14}\ \text{m}^{3}\text{/s}^{2}

m³/s²The geocentric gravitational constant GM⊕, 3.986 004 418 × 10¹⁴ m³/s², known to nine digits and used by every GPS satellite.

Standard Gravitational Parameter of the Sun measured

GM=1.32712440041×1020 m3/s2GM_\odot = 1.32712440041 \times 10^{20}\ \text{m}^{3}\text{/s}^{2}

m³/s²The heliocentric gravitational constant GM⊙, known to ten digits from planetary radar — far better than the Sun's mass in kilograms.

Surface Gravity of Jupiter measured

gJ=24.79 m/s2g_{\mathrm{J}} = 24.79\ \text{m/s}^{2}

m/s²Gravitational acceleration at Jupiter's 1-bar level on the equator, 24.79 m/s² — 2.5 times Earth's, before the fast spin refunds part of it.

Surface Gravity of Mars measured

gMars=3.71 m/s2g_{\mathrm{Mars}} = 3.71\ \text{m/s}^{2}

m/s²Equatorial surface gravity on Mars, 3.71 m/s² — 38 per cent of Earth's, the figure every Mars lander design is built around.

Surface Gravity of Mercury measured

gMercury=3.7 m/s2g_{\mathrm{Mercury}} = 3.7\ \text{m/s}^{2}

m/s²Gravitational acceleration at Mercury's surface, 3.70 m/s² — almost exactly the same as Mars, on a planet half the diameter.

Surface Gravity of Neptune measured

gNeptune=11.15 m/s2g_{\mathrm{Neptune}} = 11.15\ \text{m/s}^{2}

m/s²Gravitational acceleration at Neptune's 1-bar equator, 11.15 m/s² — the only planet besides Jupiter that out-pulls the Earth.

Surface Gravity of Saturn measured

gSaturn=10.44 m/s2g_{\mathrm{Saturn}} = 10.44\ \text{m/s}^{2}

m/s²Gravitational acceleration at Saturn's 1-bar equator, 10.44 m/s² — 95 Earth masses producing barely more pull than Earth itself.

Surface Gravity of the Moon measured

gMoon=1.62 m/s2g_{\mathrm{Moon}} = 1.62\ \text{m/s}^{2}

m/s²Gravitational acceleration at the lunar surface, 1.62 m/s² — one sixth of Earth's, the value the Apollo crews had to learn to walk in.

Surface Gravity of Uranus measured

gUranus=8.69 m/s2g_{\mathrm{Uranus}} = 8.69\ \text{m/s}^{2}

m/s²Effective gravity at Uranus's 1-bar equator, 8.69 m/s² — including the spin's centrifugal refund; gravity alone would be 8.87.

Surface Gravity of Venus measured

gVenus=8.87 m/s2g_{\mathrm{Venus}} = 8.87\ \text{m/s}^{2}

m/s²Gravitational acceleration at the surface of Venus, 8.87 m/s² — 90 per cent of Earth's, the most Earth-like gravity of any planet.