In physics, the
twin paradox is a
thought experiment in
special relativity, in which a twin who makes a journey into space in a high-speed rocket will return home to find he has aged less than his identical twin who stayed on Earth. This result appears puzzling on this basis: the laws of physics should exhibit symmetry. Each twin sees the other twin as traveling; so each should see the other aging more slowly. How can an absolute effect (one twin
really does age less) result from a relative motion? Hence it is called a "
paradox". In fact, there is no contradiction and the thought experiment can be explained within the standard framework of special relativity. The effect has been verified experimentally using precise measurements of clocks flown in airplanes.
Starting with
Paul Langevin in 1911, there have been numerous explanations of this paradox, all based upon there being no contradiction because there is no symmetry — only one twin has undergone acceleration and deceleration, thus differentiating the two cases. One version of the asymmetry argument made by
Max von Laue in 1913 is that the traveling twin uses
two inertial frames: one on the way up and the other on the way down. So switching frames is the cause of the difference, not acceleration
per se.
[1]
Other explanations account for the effects of acceleration.
Einstein,
Born and Møller invoked
gravitational time dilation to explain the aging based upon the effects of acceleration.
[2] Both gravitational time dilation and special relativity are needed to explain the
Hafele-Keating experiment on time dilation using precise measurements of clocks flown in airplanes.