Reaching Alpha Centauri in 100 Years: Calculating Speed & Magnitude

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SUMMARY

To reach Alpha Centauri in 100 years, a spacecraft must travel at approximately 46,000 km/hr. This speed is nearly 0.092 times the speed of light, significantly faster than current spacecraft, which operate at around 50,000 km/hr. The distance to Alpha Centauri is 4.36 light years, equating to about 41 trillion kilometers. The calculation involves dividing the distance by the time in hours, utilizing the speed of light at 299,792,458 m/s to convert to km/hr.

PREREQUISITES
  • Understanding of light year as a unit of distance
  • Basic knowledge of speed calculations (distance/time)
  • Familiarity with the speed of light (299,792,458 m/s)
  • Ability to perform unit conversions between kilometers and light years
NEXT STEPS
  • Research the implications of traveling at relativistic speeds
  • Learn about current spacecraft technologies and their limitations
  • Explore theoretical propulsion methods for interstellar travel
  • Investigate the effects of time dilation on long-duration space missions
USEFUL FOR

Aerospace engineers, astrophysicists, and enthusiasts interested in interstellar travel and the physics of speed and distance in space exploration.

lifeunderwate
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Suppose you wanted to reach Alpha Centauri in
100 years.
a. How fast would you have to go, in km/hr3
b. How many times faster is the speed you found in (a) than
the speeds ofour fastest current spacecraft (around
50,000 km/hr)?
 
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lifeunderwate said:
Suppose you wanted to reach Alpha Centauri in
100 years.
a. How fast would you have to go, in km/hr3
A.Centauri is how far away in light years?
How many km are in a light year?
Multiply and you'll get the distance to A.Centauri in km.

100 years is how many hours?

Speed (in km/hr) to A.Centauri = distance (in km) / time (in hours)


Speed is distance divided by time.

lifeunderwate said:
b. How many times faster is the speed you found in (a) than
the speeds ofour fastest current spacecraft (around
50,000 km/hr)?
Even easier.

You have a speed above, and this comparson speed. Pretty straightforward to divide one by the other.

Why do you need us?
 
Last edited:
Even easier. Take the distance to Alpha Centauri - 4.36 light years - and divide by 100 years. That's the fraction of lightspeed you want. Then multiply by the speed of light per hour. Since light moves at 299792458 m/s, by definition, I'll let you work out km/h...
 

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