Travel to Light Speed: Acceleration & Deceleration

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SUMMARY

The discussion centers on the theoretical implications of accelerating a spaceship to near light speed using a hypothetical propellant-less engine. It concludes that achieving near light speed requires infinitely long distances and time for both acceleration and deceleration, primarily due to the constraints of special relativity. The acceleration rate significantly influences the time and distance required, with practical limits imposed by mechanical and human factors. For further understanding, participants are encouraged to study introductory materials on special relativity.

PREREQUISITES
  • Understanding of special relativity principles
  • Familiarity with acceleration concepts in physics
  • Knowledge of mechanical constraints affecting acceleration
  • Basic comprehension of hypothetical propulsion systems
NEXT STEPS
  • Study the principles of special relativity in detail
  • Research the effects of acceleration on time dilation
  • Examine the limitations of current propulsion technologies
  • Explore advanced theoretical propulsion concepts
USEFUL FOR

Physicists, aerospace engineers, and anyone interested in the theoretical aspects of space travel and relativistic physics.

mileymo
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How long/what distance would it take a spaceship (with a hypothetical propellant-less engine) to accelerate to near light speed, and secondly, how low long/what distance would it take to decelerate back to zero again?
 
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Hello Mileymo, welcome to PF :smile: !

Infinitely long to accelerate and the same to decelerate.

If these answers are not to your liking, tell us some more at what level you are, at what level you'd like to be assisted. Better: pick up some introductory special relativity material and do the exercises -- and ask more questions here. Good hunting !
 
mileymo said:
How long/what distance would it take a spaceship (with a hypothetical propellant-less engine) to accelerate to near light speed, and secondly, how low long/what distance would it take to decelerate back to zero again?
It very strongly depends on how near is "near light speed". In addition how large is the acceleration - usually it is limited by mechanical or human constraints - without a limit you can get to near light speed in a very short time.
 
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