I Gravitational Field Existence in Void: Philosophical Inquiry

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In a void, as two particles move apart, the existence of a gravitational field between them is questioned. In the context of general relativity, gravity is not a force field like in Newtonian mechanics, but rather a result of spacetime curvature. As long as there is matter or energy present in the universe, spacetime curvature persists, implying that some gravitational interaction remains, albeit weak. The concept of gravitons and their potential limits in transmission between distant particles is also raised. Ultimately, gravity does not become zero due to the continuous influence of matter and energy throughout the universe.
Herbascious J
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If a gravitational field is sufficiently weak can it still be considered to exist, or is there a point where physically it has disappeared?
This is of a more philosophical inquiry. If two particles are in a void and moving apart, if they are sufficiently far apart, like say the distance between two galaxy cluster walls, does the gravitational field between them still fundamentally exist? I'm trying to understand if gravity will eventually become zero. I don't mean practically, but in pure fundamentals. Should it still be assumed that, however weak, there is still some type of interactions taking place? It did occur to me that maybe gravitons have some quantum limit where they just don't really keep passing between the particles any more.
 
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Herbascious J said:
This is of a more philosophical inquiry.
This is a physics forum, not a philosophy forum.

Herbascious J said:
If two particles are in a void and moving apart, if they are sufficiently far apart, like say the distance between two galaxy cluster walls, does the gravitational field between them still fundamentally exist?
Since we are in the relativity forum, the term "gravitational field" is the wrong term to use; gravity is not a force field in GR the way it is in Newtonian mechanics.

The best answer in the context of relativity is that, as long as there is some matter or energy anywhere in the universe, there will be some spacetime curvature everywhere.
 
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Moderator's note: Spin-off from another thread due to topic change. In the second link referenced, there is a claim about a physical interpretation of frame field. Consider a family of observers whose worldlines fill a region of spacetime. Each of them carries a clock and a set of mutually orthogonal rulers. Each observer points in the (timelike) direction defined by its worldline's tangent at any given event along it. What about the rulers each of them carries ? My interpretation: each...

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