Gravitational Effect from Relativistic Mass: Answers & Questions

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Discussion Overview

The discussion revolves around the concept of relativistic mass and its implications for gravitational effects, particularly when objects move at speeds close to the speed of light. Participants explore whether relativistic mass can cause an object to behave like a black hole and the relationship between relativistic mass and the total mass of the observable universe. The conversation includes theoretical considerations, misconceptions, and the effects of relativistic speeds on gravitational interactions.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Exploratory

Main Points Raised

  • Some participants question whether relativistic mass has a proportional gravitational effect on an observer when an object flies by at relativistic speeds, suggesting that it may appear as a micro black hole.
  • Others argue that speed is relative and that an observer does not experience the object as a black hole, regardless of its relativistic mass.
  • There is a suggestion that relativistic mass may induce a greater gravitational effect than Newtonian calculations would suggest, with references to specific papers on measuring active gravitational mass.
  • Some participants assert that the concept of relativistic mass does not translate well to curved spacetime and is a deprecated concept in modern physics.
  • Concerns are raised about the implications of Hawking radiation and whether it could allow for the conversion of mass to energy through relativistic speeds.
  • One participant notes that the mass of the observable universe is not well-defined and can vary based on the coordinate system used.
  • Another participant emphasizes that an object moving ultrarelatistically does not become a black hole, challenging the premise of the initial question.

Areas of Agreement / Disagreement

Participants express multiple competing views regarding the implications of relativistic mass and its gravitational effects. There is no consensus on whether relativistic mass can cause an object to behave like a black hole or how it contributes to the mass of the observable universe.

Contextual Notes

Limitations include unresolved assumptions about the nature of relativistic mass, the definitions of black holes, and the effects of Hawking radiation. The discussion also highlights the dependence on the observer's frame of reference.

stefanbanev
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TL;DR
Does relativistic mass make a proportional gravitational effect on observer it flies by?
Does relativistic mass make a proportional gravitational effect on observer it flies by? Does 1 ton (resting 1 ton) of lead moving relatively observer at some speed close enough to C may appear as a micro black hole? What abort Hawking radiation in this case? Does it mean that we may convert any mass to energy via Hawking radiation simply by speeding up such mass fast enough? How relativistic mass contributes to total mass of observable universe? ~13.8+ billion light years away any proton must have ~infinite mass relatively Earth' observer; does it meant that universe has an infinite mass relatively Earth' observer?
 
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stefanbanev said:
Does relativistic mass make a proportional gravitational effect on observer it flies by? Does 1 ton (resting 1 ton) of lead moving relatively observer at some speed close enough to C may appear as a micro black hole?
No. Speed is relative. You are currently moving at 0.999999c relative to a high energy cosmic ray, so according to it you have a huge relativistic mass. Do you feel like a black hole?

stefanbanev said:
How relativistic mass contributes to total mass of observable universe?
It doesn't. The concept doesn't translate simply to the case of curved spacetime, even if one persists in using it in special relativity.

This kind of misconception is one of the reasons that relativistic mass has been a deprecated concept for decades. Popsci sources have not caught on, sadly.
 
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...that said, with a lot of caveats, a mass moving relative to you does deflect your path more than a naive Newtonian calculation would suggest. The last time this came up, @pervect suggested:
pervect said:
I believe you get up to a factor of 2 "greater mass" from something approaching the speed of light. This is not relevant to your cosmological example.
 
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stefanbanev said:
Summary: Does relativistic mass make a proportional gravitational effect on observer it flies by?

Does relativistic mass make a proportional gravitational effect on observer it flies by?

It winds up having more than a proportional effect, if one measures the effect by the velocity induced by the relativistic flyby. See for instance Olson, D.W.; Guarino, R. C. (1985). "Measuring the active gravitational mass of a moving object". In the ultra-relativistic case, the moving mass induces nearly twice as much veloicty change as a slower-moving object with the same energy . ( Energy a synonym for relativistic mass that I greatly prefer to use).

Does 1 ton (resting 1 ton) of lead moving relatively observer at some speed close enough to C may appear as a micro black hole?

No. Whether an object is a black hole or not is a different question than asking how much velocity a relativistic flyby induces in an observer. Being a black hole is a frame-independent property, so an object that is not a black hole in it's rest frame is not a black hole in any frame.

What abort Hawking radiation in this case? Does it mean that we may convert any mass to energy via Hawking radiation simply by speeding up such mass fast enough? How relativistic mass contributes to total mass of observable universe? ~13.8+ billion light years away any proton must have ~infinite mass relatively Earth' observer; does it meant that universe has an infinite mass relatively Earth' observer?

The accretion disk of a black hole radiates much of the energy of infalling matter away before the matter reaches the black hole, without any need for hawking radiation, which is a tiny quantum effect.

Basically, as dust falls into the black hole, it speeds up, and collisions between the dust particles heat them up, causing them to radiate energy away.

To do this to an object effectivel, one might have to break it up into pieces, first, so the pieces can hit each other.

The "mass of the observable universe" isn't really well defined. One could come up with a coordinate dependent figure by insisting that one use the standard cosmological coordinates, but one wouldn't get the same number in other coordinates.
 
pervect said:
... without any need for hawking radiation, which is a tiny quantum effect.

"Tiny" for normal BH not for micro BH. The BH with 1-ton of resting mass would evaporate in seconds (if not microseconds), converting all its mass into energy with 100% of efficiency. Well, it would be a quite spectacular manifestation of "tiny" effect ;o)

Regarding to ultra fast non-zero-mass particles with speed above some C*0.99999999999... threshold which may make such particles heavy enough to make a noticeable tide-effect on observer, long before that it becomes a femto/yocto-BH which evaporates. So, it implies that the energy/speed for non-zero-mass particles has an upper limit because of Hawking radiation. Pls correct me if I'm wrong...
 
Something moving ultrareletivistically relative to you does not appear like or become a BH. Full stop. Your whole premise is simply false.
 
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PAllen said:
Something moving ultrareletivistically relative to you does not appear like or become a BH. Full stop. Your whole premise is simply false.

And with that, this thread is closed.
 

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