Enter your age in Earth years to find your equivalent age on every other planet in the solar system, based on each planet's real orbital period.
Calculator verified • Last updated: August 2026
| Planet | Orbital Period (Earth Years) | Your Age There |
|---|
A "year" on any planet is simply the time it takes that planet to complete one orbit around the Sun. Since every planet orbits at a different speed and distance, a year means a different length of time depending which planet you're on — so your age, measured in that planet's own years, is different too.
$$\text{Age}_{planet} = \frac{\text{Age}_{Earth}}{T_{planet}}$$
Ageplanet: your age expressed in that planet's own years.
AgeEarth: your age in Earth years.
Tplanet: that planet's orbital period, in Earth years.
Using the calculator's own default of 30 Earth years: on Mercury, whose orbital period is 0.2408467 Earth years, that same span of time is 30 ÷ 0.2408467 ≈ 124.6 Mercury years old. On Jupiter, whose orbital period is 11.862615 Earth years, the same 30 Earth years is only 30 ÷ 11.862615 ≈ 2.5 Jupiter years — you wouldn't even have completed your third Jupiter "birthday" yet.
This calculator reuses the same physics as NumCalcX's own Kepler's Third Law Calculator: T² = 4π²a³ / GM, relating a planet's orbital period T to its orbital radius a and the Sun's mass M. Rather than recomputing that formula for each planet here, this page uses the real, already-known NASA/JPL orbital periods that formula produces for each planet's actual distance from the Sun — the same numbers, just pre-computed and ready to divide into your age directly.
Mercury and Venus orbit much closer to the Sun than Earth does, and by Kepler's Third Law, a smaller orbital radius means a shorter orbital period — Mercury completes an orbit in well under a single Earth year. Since a "year" there is so much shorter, far more of them fit into the same real span of time, which is why your age in Mercury years always comes out several times larger than your Earth age. The outer planets work the other way: Neptune's orbital period is nearly 165 Earth years, so even someone who has lived a long life on Earth wouldn't have completed a single Neptune year yet.
Assuming this reflects how fast a person would actually age biologically on another planet is the most common misconception — this is purely a unit conversion between different definitions of a "year," not a claim about biology or relativistic time. Confusing this with time dilation (the genuine relativistic effect where time itself passes at a different rate due to gravity or velocity) is a related mix-up — that's a real physical effect, but astronomically tiny for planetary orbits, and covered separately by the site's Time Dilation Calculator. Mixing up which planet is "faster" — assuming a longer orbital period means more years elapse, rather than fewer — is a straightforward but common reading error of the table.
Orbital Period — the time a planet takes to complete one full orbit around the Sun, defining the length of that planet's own "year."
Kepler's Third Law — the physical law relating a planet's orbital period to its distance from the Sun: farther planets orbit more slowly and take longer to complete a year.
Astronomical Unit (AU) — the average distance from Earth to the Sun, commonly used as a reference distance when comparing planetary orbits.
Divide your age in Earth years by that planet's orbital period, also expressed in Earth years. A planet with a shorter orbital period than Earth's completes more "years" for every Earth year that passes, so your age on it is a larger number; a planet with a longer orbital period gives a smaller number.
Mercury's orbital period is only about 0.24 Earth years — it completes an orbit roughly every 88 Earth days. Since a "year" on Mercury is so much shorter, many more of them fit into the same span of time, so your age measured in Mercury years comes out several times higher than your Earth age.
No. This calculator only converts between different definitions of a "year" (each planet's own orbital period) — it doesn't account for relativistic time dilation from gravity or velocity, which is a genuinely different (and, for planetary orbits, astronomically tiny) effect covered by the site's Time Dilation Calculator instead.