I Trying to understand space-time diagrams

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Understanding space-time diagrams involves recognizing that events are represented as points, with transformations between frames governed by hyperbolic functions rather than circular ones. The Minkowski space geometry uses the relation s² = (ct)² - x², contrasting with Euclidean geometry, which applies the Pythagorean theorem. The angle θ between axes in these diagrams is a hyperbolic angle, not a Euclidean one, and should not be treated as such. This distinction is crucial for correctly interpreting the relationships and projections on space-time diagrams. Overall, Minkowski diagrams require careful consideration of their non-Euclidean nature to avoid common misconceptions.
  • #61
Kashmir said:
Thank you all […]
You asked for help. Now, in turn, you can help this Forum. Honestly, how much did this thread manage to illuminate the topic you started?
 
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  • #62
apostolosdt said:
You asked for help. Now, in turn, you can help this Forum. Honestly, how much did this thread manage to illuminate the topic you started?
It helped clear that the diagram was to be interpreted not read off directly. And the angles were not circular but hyperbolic and how we calculate it.

Then the discussion went on between those participants which was beyond me.
 
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