Which Equation Correctly Represents Relativistic Kinetic Energy?

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Discussion Overview

The discussion revolves around the correct equation for relativistic kinetic energy, specifically whether it is represented as KE=mγc^2-mc^2 or KE=mc^2(γ-1). The scope includes theoretical considerations of relativistic physics.

Discussion Character

  • Debate/contested

Main Points Raised

  • Some participants question which equation accurately represents relativistic kinetic energy, proposing two forms: KE=mγc^2-mc^2 and KE=mc^2(γ-1).
  • One participant asserts that the two expressions are equivalent.
  • Another participant confirms the equivalence of the two equations without further elaboration.

Areas of Agreement / Disagreement

Participants express uncertainty about which equation is correct, but there is a suggestion of agreement on their equivalence from some participants. However, the discussion remains unresolved regarding which form is preferred or more appropriate.

Contextual Notes

There is a lack of detailed explanation or derivation for the equivalence of the two equations, and assumptions regarding the context of their use are not fully explored.

Antuanne
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What is the correct equation for relativistic kinetic energy? Is it KE=mγc^2-mc^2 or KE=mc^2(γ-1)?
 
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Antuanne said:
What is the correct equation for relativistic kinetic energy? Is it KE=mγc^2-mc^2 or KE=mc^2(γ-1)?
Those are equivalent expressions.
 
Antuanne said:
Is it KE=mγc^2-mc^2 or KE=mc^2(γ-1)?

Yes.
 
jtbell said:
Yes.
:smile:
 

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