Is superimposing three velocities possible?

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SUMMARY

The discussion centers on the feasibility of superimposing three velocities, each exceeding c/3, within the framework of special relativity. Participants reference the Lorentz transformations to analyze the scenario where multiple observers perceive different velocities. The conclusion is definitive: despite individual perceptions of velocities being greater than c/3, the resultant velocity as perceived by an external observer remains below the speed of light, c.

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  • Understanding of special relativity principles
  • Familiarity with Lorentz transformations
  • Basic knowledge of velocity addition in relativistic contexts
  • Concept of the speed of light as a universal constant
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  • Study the implications of Lorentz transformations on velocity perception
  • Research relativistic velocity addition formulas
  • Explore scenarios involving multiple observers in special relativity
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Physicists, students of relativity, and anyone interested in the complexities of velocity perception in relativistic physics.

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each of which is greater than c/3? can it work?

edit: i mean superposing* in the title
 
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Nitric said:
each of which is greater than c/3? can it work?

edit: i mean superposing* in the title
I assume you are referring to the Lorentz transformations. Perhaps if you specified the situation you are thinking of we could be of more help.
 
Nitric said:
each of which is greater than c/3? can it work?

Nope … if A thinks B is going north at c/2, and B thinks C is going north at c/2, and C thinks D is going north at c/2, then A still thinks D is going less than c (how much? :wink:)
 

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