Star Distance Calculator
Calculate star distance from parallax angle
CalculatorInput
Result
Enter a parallax angle or distance to see results.
Mesafe
pc
| Parallax | |
| Parsecs | |
| Light-years | |
| Astronomical Units | |
| Lookback time | |
| Travel time (Voyager 1, 17.1 km/s) |
How to Use
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1
Enter parallax angle
Enter a parallax angle in arcseconds, or type a direct distance in parsecs.
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2
Read converted distances
Read the converted distances in parsecs, light-years, and astronomical units.
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3
Check travel estimates
Check the lookback time and estimated spacecraft travel time at Voyager 1 speed.
About
Stellar parallax is the oldest and most direct method for measuring the distances to stars. The concept dates back to ancient Greece, where Aristarchus of Samos reasoned that if the Earth orbits the Sun, nearby stars should appear to shift against the backdrop of more distant ones. For centuries no one could detect this shift, and its absence was used as evidence against the heliocentric model. It was not until 1838 that Friedrich Wilhelm Bessel became the first person to successfully measure a stellar parallax. Working at the Konigsberg Observatory in Prussia with a Fraunhofer heliometer, Bessel painstakingly observed the star 61 Cygni over more than a year and determined its parallax to be 0.314 arcseconds, placing it at roughly 10 light-years from Earth.
Bessel's achievement was a landmark in the history of astronomy. It provided the first concrete proof that stars are immensely distant suns, not lights fixed on a celestial sphere. Within months, two other astronomers independently published parallax measurements: Thomas Henderson measured Alpha Centauri from the Cape of Good Hope, and Friedrich Georg Wilhelm Struve measured Vega from the Dorpat Observatory. Together, these three measurements opened the era of quantitative stellar astronomy, confirming that the universe is far vaster than anyone had previously demonstrated.
The relationship between parallax and distance is elegantly simple. Because a parsec is defined as the distance at which a star subtends a parallax of exactly one arcsecond, the formula reduces to distance in parsecs equals one divided by the parallax in arcseconds. This inverse relationship means that halving the parallax angle doubles the distance. Ground-based telescopes can measure parallaxes down to about 0.01 arcseconds, limiting them to stars within roughly 100 parsecs. The ESA Hipparcos satellite, launched in 1989, extended that reach to about 1,000 parsecs by observing from above the atmosphere. The ongoing Gaia mission, launched in 2013, has now measured parallaxes for nearly two billion stars with micro-arcsecond precision, revolutionizing our understanding of the structure and scale of the Milky Way galaxy.