Large bodies of mass and their effects on apparent time

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SUMMARY

This discussion focuses on the effects of gravitational forces on time perception, specifically in the context of black holes. Observer A, positioned far from the black hole, experiences time normally, while Observer B, who is falling into the black hole, experiences significant time dilation. The conversation explores the rate at which time appears to slow down for Observer B compared to Observer A and questions whether Observer A would seem to be in a state of constant acceleration from Observer B's perspective. The reference to "Hovering and falling into a black-hole" from 'Reflections on Relativity' provides additional context for understanding these phenomena.

PREREQUISITES
  • Understanding of general relativity principles
  • Familiarity with time dilation concepts
  • Knowledge of black hole physics
  • Basic grasp of observer reference frames
NEXT STEPS
  • Research the mathematical models of time dilation near black holes
  • Study the effects of gravitational fields on time perception
  • Explore the concept of observer reference frames in relativity
  • Read "Reflections on Relativity" for insights on black hole dynamics
USEFUL FOR

Physicists, astrophysicists, students of general relativity, and anyone interested in the implications of black holes on time perception.

NWH
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I'd like to expand on the example Dweirdo set in his thread and ask a few different questions. I didn't want to hijack his thread as I thought it would keep info more organised if I separated the discussion.

So, let's take the example that we have a black hole and two observers, one (A) far out safe from any gravitational forces, the other (B) trapped in the black holes gravity being pulled into it. At what kind of rate would time appear to slow down for observer B, when compared to observer A's watch? Starting from the point which it entered the gravitational field, all the way through it's journey into the center of the black hole? Would the experience from observer B's frame of reference make observer A appear to be in a state of constant acceleration and would that be representative to the rate at which further time dilation is occurring?
 
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Looks interesting, I'll check it out, thanks...
 

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