Can a Flashlight Propel an Astronaut Back to the Shuttle?

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The discussion revolves around calculating the time it would take for a spacewalking astronaut to reach a shuttle using a 220W flashlight as a propulsion source. Participants express confusion over the correct equations and units for force and energy, particularly regarding the relationship between watts, newtons, and time. The initial calculations yield vastly different results, with one participant estimating over 200 hours, while another references a textbook answer of 25.1 hours. There is a consensus that the flashlight's heat could theoretically provide thrust, but the calculations are complicated and lead to varying conclusions. Ultimately, the discussion highlights the challenges of applying physics concepts to real-world scenarios in space.
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I've been trying to do this problem for about 2 hours now. I can't seem to find the right equations to use. Any help would be appreciated

A spacewalking astronaut servicing an orbiting space telescope has run out of fuel for her jet pack and is floating 20.0 m from the space shuttle with zero velocity relative to the shuttle. The astronaut and all her gear have a total mass of 150kg. If she uses her 220w flashlight as a "light rocket," how long will it take her to reach the shuttle?
 
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the light that a 220w flashlight generates does not create thrust, but the heat it produces will give you a thrust! She will arrive at the shuttle eventually if she doesn't run out of oxygen.

We can look at Newton's Law F=m x a

We don't know the Force produced by the flashlight, otherwise we can calculate it very easily:

Force = mass x acceleration

Force produced by the flashlight = 150kg x 20m/time/time
 
I forgot watt is energy in Newton per hour? If so, 220w is 220N/hour, LOL, wild guess, shoot me if got it wrong.

220N per hour = 150 x 20/time square

220N per hour = 3000 / time square

sqaure root 220N per hour = 3000 / time

14.832 per hour = 3000 / time

3000 / 14.832 per hour = time

202.265 hours = time

202 hours ! She is dead, trust me, LOL....
 
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i know watt is joules per second. In the back of my book the answer is 25.1 hours. But i still can't seem to get anywhere close to that answer. I even tried E=c*p
 
Hey, I just checked my textbook, 1W=1 Newton meter per second!

220W = 220 Newton Meter Per Second!
 
220Newton Meter per hour = 150Kg x 20M/time/time

220N Meter per hour = 3000/time /time

220N = 3000/time/time / Meter per hour

220 = 3000 /time (in hour)

3000 / 220 = time (in hour)

time = 13.6 hours! your text answer is wrong. LOL
 
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