Time Dilation Explained: What About Light Speed?

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SUMMARY

The discussion focuses on the concept of time dilation as explained through the "light clock" thought experiment. It highlights that while light travels between mirrors on a moving spaceship, its speed remains constant at the speed of light (c), despite the horizontal velocity of the spaceship. The key point is that from the spaceship's frame, light moves vertically at speed c, while from an external frame, it moves at an angle, maintaining the speed limit of light. An animation linked in the discussion provides a visual aid to this explanation.

PREREQUISITES
  • Understanding of Einstein's theory of relativity
  • Familiarity with the concept of light speed (c)
  • Knowledge of reference frames in physics
  • Basic grasp of the "light clock" thought experiment
NEXT STEPS
  • Explore Einstein's theory of special relativity in detail
  • Research the implications of light speed on time dilation
  • Study the mathematical derivation of time dilation effects
  • Watch the linked animation to visualize the light clock concept
USEFUL FOR

Students of physics, educators explaining relativity, and anyone interested in the nuances of time dilation and light speed phenomena.

richardparsons
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Many explanations of time dilation use light sent from mirror to mirror on moving spaceships to explain that since the distance the light travels increases then time must increase in order to keep the speed of light the same . . . however, in order for the light to leave one spaceship and hit the other one, the light must have a horizontal velocity equal to the speed of the spaceship . . . if it has c as its speed toward the other ship and it has a horizontal velocity . . . then, in fact, its speed is greater than c . . which is not allowed. How does this work?
 
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richardparsons said:
Many explanations of time dilation use light sent from mirror to mirror on moving spaceships to explain that since the distance the light travels increases then time must increase in order to keep the speed of light the same
Yes, the standard "light clock" thought experiment.
. . . however, in order for the light to leave one spaceship and hit the other one,
The light just bounces back and forth between two mirrors inside the one spaceship.
the light must have a horizontal velocity equal to the speed of the spaceship . . . if it has c as its speed toward the other ship and it has a horizontal velocity . . . then, in fact, its speed is greater than c . . which is not allowed. How does this work?
When the moving light clock is viewed from another frame it is certainly true that the light pulses must have a horizontal component of velocity equal to that of the spaceship. But from that frame, the light moves at an angle with speed c.

In the moving spaceship's own frame, the light just moves vertically. Also at speed c.
 
Last edited:
Here's an animation I made that might help you:

https://www.youtube.com/watch?v=dEhvU31YaCw

If you want detailed explanation, see this thread.
 

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