Length Contraction Affect on Mass: Physics Explained

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SUMMARY

The discussion clarifies that when an object approaches the speed of light (C), length contraction occurs, but mass does not fluctuate in the conventional sense. Historically, the concept of relativistic mass suggested that mass increases by a factor of gamma, as detailed in the Wikipedia article on relativistic mass. However, since around 1950, the physics community has shifted to considering mass as invariant, leading to the momentum equation p = mγv. Thus, the effect of length contraction does not directly influence mass.

PREREQUISITES
  • Understanding of special relativity concepts
  • Familiarity with the gamma factor (γ)
  • Knowledge of momentum equations in physics
  • Basic grasp of relativistic mass versus invariant mass
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  • Study the derivation and applications of the gamma factor (γ)
  • Explore the historical context of relativistic mass and its decline in use
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NotAMethDealer
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If an object is going at near C(light velocity) and undergoes length contraction. Does the mass fluctuate?I apologize if it is an obvious question but I'm a little rusty on my physics.
 
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This is more a matter of convention than a matter of fact. The older convention was to say that mass would go up by a factor of gamma: http://en.wikipedia.org/wiki/Relativistic_mass#Relativistic_mass In that convention, momentum was still p=mv. Since about 1950, relativists have no longer used that convention. They take mass to be invariant and write [itex]p=m\gamma v[/itex]. Either way, it's not an effect caused by length contraction.
 

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