Determine the speed of the shuttle craft

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Homework Help Overview

The problem involves a spaceship moving away from Earth and firing a shuttle craft, which then launches a probe. The discussion centers around determining the speeds of both the shuttle craft and the probe relative to Earth, utilizing concepts from relativistic physics.

Discussion Character

  • Exploratory, Assumption checking, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the potential use of Lorentz transformations and the velocity addition formula. Some express confusion about the appropriate method to apply, while others suggest simpler approaches.

Discussion Status

The discussion is ongoing, with participants exploring different methods for solving the problem. Some guidance has been offered regarding the use of the velocity addition formula, but there is no explicit consensus on the best approach yet.

Contextual Notes

There appears to be some uncertainty regarding the application of relativistic concepts and the specific formulas needed to solve the problem. Participants are questioning their assumptions about the complexity of the solution.

fredrick08
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Homework Statement


A spaceship moves away from the Earth at a speed v, and fires a shuttle craft in the forward direction at a speed v relative to the ship. The pilot of the shuttle craft forward launches a probe at a speed v relative to the shuttle craft. Detrmine:

a) the speed of the shuttle craft relative to Earth
b) the speed of the probe relative to Earth

The Attempt at a Solution


Im just completely confused with this question, do i have to use Lorentz transformations?? but if so, how do i compute an answer?? please can someone help, completely lost with this one.
 
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You can just use the velocity addition formula I suppose.
Apparently someone else is working on the exact same question in this thread.
 
ok for part a, i can use the LT to get u=2v/(1+v^2/c^2) but how do i do b.??

i can use u'=u from part a, but I am sure if this is what i have to do
 
I think you are making it harder for yourself than it actually is.

Just use simple velocity addition.
 
tyco05 said:
I think you are making it harder for yourself than it actually is.

Just use simple velocity addition.
And what do YOU mean by "simple velocity addition"? It looks to me like that is what he is trying to do!


Fredrick08, yes, you use the same formula again, this time with one of the velocities given by 2v/(1+v^2/c^2) and the other by v.
 

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