The twin paradox is a classic thought experiment in special relativity that illustrates how time dilation depends on relative velocity. When one twin travels at a high speed while the other stays on Earth, the traveling twin experiences less elapsed time than the stayβatβhome twin.
The effect is quantified by the Lorentz factor, which reduces the proper time measured by the moving observer. The faster the speed (as a fraction of the speed of light (c)), the greater the discrepancy between the twins’ ages when they reunite.
By inputting the Earthβframe travel duration and the spacecraftβs speed, the calculator determines the traveling twinβs elapsed time and the age difference upon return.
t = Earthβframe elapsed time (years)
v = spacecraft speed (as a fraction of c)
c = speed of light
How does the twin paradox work?
What is the Lorentz factor in the twin paradox?
Can I use this calculator for any speed?
How accurate is this twin paradox age calculator?
What happens if one twin travels at the speed of light?
Is there a limit to how much younger the traveling twin can be?
Can this calculator account for acceleration during the trip?
Results are for informational purposes only and do not constitute professional advice.
