Lorentz Transformation: Derivation & Explanation

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SUMMARY

The discussion centers on the derivation of the Lorentz transformation, emphasizing the constancy of the speed of light across all reference frames. Participants noted that the derivation involves algebraic manipulation of equations rooted in geometry and classical mechanics, leading to the emergence of the Lorentz factor. A specific video was referenced for its explanation, although the user ultimately realized the importance of thorough understanding over quick posting. The conversation highlights the need for clarity in the derivation process for concepts like time dilation and length contraction.

PREREQUISITES
  • Understanding of basic algebra and geometry
  • Familiarity with classical mechanics principles
  • Knowledge of the speed of light as a fundamental constant
  • Concepts of time dilation and length contraction in special relativity
NEXT STEPS
  • Research the derivation of the Lorentz transformation in detail
  • Study the implications of the speed of light in different reference frames
  • Explore time dilation and length contraction with practical examples
  • Watch educational videos on special relativity for visual understanding
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Students of physics, educators teaching special relativity, and anyone interested in understanding the foundational concepts of modern physics.

JamesClarke
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Hi, I was looking at a basic derivation of the lorentz transformation on youtube. I was wondering at what point do you incorporate the fact that speed of light is same in every reference frame because the guy only uses some algebra on a few equations that come from basic geometry and classical mechanics and the lorentz factor just pops out of nowhere. You could represent a beam of electrons instead with the letter c and you`d still arrive at the same result.(I think) Why is that? Oh, and can anyone recommend a good site where i can get a well explained and simple derivation of the lorentz transformation for time dilaltion and length contraction?the video is /watch?v=oLffmNXLjv4

ps you can stop watching aroung 6:00
thanks
 
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Actually, I get it now. I was too hasty to post online. Sometimes a bit of serious thinking is the best option !
 

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