Warp Space Travel: Is the Light Always Ahead?

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SUMMARY

The discussion centers on the theoretical implications of the Alcubierre warp drive, particularly regarding the behavior of light emitted from a spaceship traveling through warped space. Participants agree that, within the warp bubble, light should still travel at the speed of light (c) relative to the ship for a short duration. However, complexities arise at the boundaries of the warp bubble, where the relationship between the ship's movement and the light's propagation becomes uncertain. The conversation highlights the need for further exploration of relativistic effects in warp space travel.

PREREQUISITES
  • Understanding of the Alcubierre drive concept
  • Familiarity with special relativity and the speed of light
  • Knowledge of Minkowski spacetime
  • Basic grasp of wave-particle duality in physics
NEXT STEPS
  • Research the Alcubierre drive and its theoretical framework
  • Study the implications of special relativity on light propagation
  • Examine the concept of Minkowski spacetime in detail
  • Explore current advancements in warp drive research and theoretical physics
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Physicists, aerospace engineers, science fiction enthusiasts, and anyone interested in the theoretical aspects of space travel and relativistic physics.

qwerty1
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ok last dumb question for tonight i promise... i have read that you can theoretically warp space (on paper not in a lab). let's say we built a warp drive however... if you were traveling through warped space say on the enterprise and shined a flashlight off the front of the ship would it still be relative off the bow (wave shift?) or would you keep catching up to it as you warped the next bits of space in front of you?
 
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It's a moot question but I don't know the answer.

Beam me up, Scottie !
 
I think in the context of an alcubierre warp drive if you shine a light ahead of you, you should still perceive the light to move at c (at least for a short while). Within the bubble, at least, the spaceship does not travel faster than the speed of light, so we expect observers to find the time locally minkowski. At the boundaries, however, the question is trickier and I don't know the answer.

See: http://en.wikipedia.org/wiki/Alcubierre_drive For the scheme I'm referring to.
 

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