Unanswered Questions About a Lone Object's Stationary State

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In summary, according to this person, unaccelerated motion is a meaningless concept, and motion is possible only if there is gravity acting upon several objects.
  • #1
Mohd Abdullah
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Hey guys,

Assume that there is a lone object in existence. No stars, no planets, no atoms, no gravity. Just absolute nothing besides this lone object. What makes this lone object remains stationary? From what I understand, motion is possible if there are more than one object and if there is gravity acting upon several objects. Thoughts?
 
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  • #2
Mohd Abdullah said:
Hey guys,

Assume that there is a lone object in existence. No stars, no planets, no atoms, no gravity. Just absolute nothing besides this lone object. What makes this lone object remains stationary? From what I understand, motion is possible if there are more than one object and if there is gravity acting upon several objects. Thoughts?
Unaccelerated "motion" is a meaningless concept except in reference to something. If there is only one object in the universe, it is not meaningful to talk about whether or not it is unaccelerated motion. If it is accelerating it can detect that itself (this is a bit simplified)
 
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  • #3
phinds said:
Unaccelerated "motion" is a meaningless concept except in reference to something. If there is only one object in the universe, it is not meaningful to talk about whether or not it is unaccelerated motion. If it is accelerating it can detect that itself (this is a bit simplified)

So if I understand you, a lone object assumption is impossible. Right?

Sorry but what do you mean by "If it is accelerating it can detect that itself"? Seems like an unfinished sentence.
 
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  • #4
Mohd Abdullah said:
So if I understand you, a lone object assumption is impossible. Right?

Sorry but what do you mean by "If it is accelerating it can detect that itself"? Seems like an unfinished sentence.
Yes, "motion" of a lone object is not a meaningful concept if you are talking about unaccelerated motion.

Unaccelerated motion is relative but accelerated motion is not. Example. You are sitting on a train, asleep. You wake up. You see a train right next to yours but going in the opposite direction very fast. You actually cannot tell whether it is moving relative to the ground and you are standing still relative to the ground or it is standing still relative to the ground and you are moving relative to the ground or if BOTH of you are moving relative to the ground.

Now your train comes into a station and slows down (DEcelerates). You don't need any reference point outside of your train to tell that you are decelerating because you can FEEL it.
 
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  • #5
Mohd Abdullah said:
So if I understand you, a lone object assumption is impossible. Right?
No. But it does not make sense to assign an absolute speed value to it. This is also true in our universe with many objects. There is no such thing as "the speed of an object". Only "the speed of an object relative to an arbitrary point of view".
 
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  • #6
Mohd Abdullah said:
Hey guys,

Assume that there is a lone object in existence. No stars, no planets, no atoms, no gravity. Just absolute nothing besides this lone object. What makes this lone object remains stationary? From what I understand, motion is possible if there are more than one object and if there is gravity acting upon several objects. Thoughts?

You could rephrase your question:

If you were in a region of space so far from anything else that you could detect no other objects: no source of light, nothing; then, what experiment could you carry out to determine how fast you are moving?

Note that if space had some substance, then you could measure how fast you were traveling with respect to the empty space that surrounds you. But, space has no substance and you cannot measure your speed relative to empty space. There is, therefore, no experiment you can do to give yourself an "absolute" velocity.

But, if you have some means of propulsion: something you could throw would accelerate you by conservation of momentum, then you could definitely say that you had accelerated. And if you can accelerate, then motion is certainly possible: it's relative to the thing you threw.

So, the question is not whether motion is possible, but whether you can assign a definite, absolute value to your speed at any time. And, this is what you cannot do. You cannot say: I was absolutely at rest before I threw the object and now I'm traveling at ##5m/s##. All you can say is that you have accelerated (by ##5m/s##) and are now moving relative to the thing you threw.

If you imagine that the thing you threw eventually disappears from view and is no longer detectable, then there is no expeiment that can distinguish between your original state and your final state. You know that you accelerated and changed your velocity from something to something else, but you cannot distinguish between the two. All you can say is that at the beginning and the end you were moving with constant velocity but you cannot assign a specific value to your velocity at any time. You know the difference between your initial and final velocities (##5m/s## - and this has the same value in any inertial reference frame) but that's all you can say.

That's what's meant by "all motion is relative".
 
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  • #7
As long as there is a defined space-time coordinate system, motion and acceleration wrt that coordinate system are defined. So the question can be posed in terms of a space-time coordinate system without specifying how the coordinate system was determined -- even without stating the existence of other specific objects.
 
  • #8
Ok there are many responses here. So, in conclusion, if an assumed lone object (be it a lone atom, etc.) is neither moving nor still then this kind of assumption is not possible. It seems, at least, need a multiplicity of objects in existence so the term "still" and "moving" have meanings.

Thoughts?
 
  • #9
Mohd Abdullah said:
Ok there are many responses here. So, in conclusion, if an assumed lone object (be it a lone atom, etc.) is neither moving nor still then this kind of assumption is not possible. It seems, at least, need a multiplicity of objects in existence so the term "still" and "moving" have meanings.
You persist in applying the terms "moving" and "still" to a single object. That is not appropriate. They don't apply since they are relative terms and you have specifically stated that there is no reference object.
 
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  • #10
phinds said:
You persist in applying the terms "moving" and "still" to a single object. That is not appropriate. They don't apply since they are relative terms and you have specifically stated that there is no reference object.

I see. Sorry because I just want to see the conclusion.

So, that means single object assumption is impossible.
 
  • #11
phinds said:
You persist in applying the terms "moving" and "still" to a single object. That is not appropriate. They don't apply since they are relative terms and you have specifically stated that there is no reference object.
The approach of specifying a reference object has some complications. If there are only two objects, there is complete symmetry and you can only say that distances are changing, not which one is moving or which one is accelerating. (This is an issue that comes up often in the Twins Paradox.)
 
  • #12
Mohd Abdullah said:
So, that means single object assumption is impossible.
Asked and answered NUMEROUS times.
 
  • #13
FactChecker said:
The approach of specifying a reference object has some complications. If there are only two objects, there is complete symmetry and you can only say that distances are changing, not which one is moving or which one is accelerating. (This is an issue that comes up often in the Twins Paradox.)
Any object can always tell if it is accelerating, so I don't agree w/ that part of your statement but I do agree w/ the rest.
 
  • #14
phinds said:
Any object can always tell if it is accelerating, so I don't agree w/ that part of your statement but I do agree w/ the rest.
Not mathematically except by reference to a space-time coordinate system. But that leaves the issue of why object A's coordinate system is better than object B's. Motion and acceleration wrt a coordinate system is well defined, but the question of why (other than magic and metaphysics) one coordinate system is better than another still should be addressed. Of course, one object feels acceleration and the other does not, but why? The mathematical / logical symmetry of a two object system can only be broken by referencing more objects.

EDIT:
Example:
Two objects, A and B.
With A as the reference object:
Time: 0, 1, 2
A position: 0, 0, 0
B position: 1, 2, 8

With B as the reference object:
Time: 0, 1, 2
A position: -1, -2, -8
B position: 0, 0, 0

Clearly there is relative motion and relative acceleration, but there is no mathematical way to say which is moving and accelerating. Maybe both are. The mathematical symmetry can only be broken by adding something external to this example. That would bring up the question of why that external influence would cause the physical result of one object feeling acceleration and the other not.
 
Last edited:
  • #15
Can an isolated object even accelerate? A rocket has to detach a chunk of its mass as exhaust in order to accelerate - then it's not isolated anymore. And arguably wasn't a single particle to start with.
 
  • #16
Ibix said:
Can an isolated object even accelerate? A rocket has to detach a chunk of its mass as exhaust in order to accelerate - then it's not isolated anymore. And arguably wasn't a single particle to start with.
Yeah, I'm knowingly glossing over the obvious flaws in saying that a single object can accelerate AND that it can "tell" that it is accelerating :smile:
 
  • #17
phinds said:
Yeah, I'm knowingly glossing over the obvious flaws in saying that a single object can accelerate AND that it can "tell" that it is accelerating :smile:
I'm kind of wondering if the "obvious flaws" are why it's a bit tricky to answer. Any macroscopic object can always be divided into two non-isolated objects. And a truly isolated single particle would need some thought from someone who knows more quantum than I do...
 
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  • #18
Ibix said:
Can an isolated object even accelerate? A rocket has to detach a chunk of its mass as exhaust in order to accelerate - then it's not isolated anymore. And arguably wasn't a single particle to start with.
It may not be possible physically, but within a time-space coordinate system there are accelerated and unaccelerated paths defined. I think that the physical issues are mute since the universe has many objects and the 1 object question is so hypothetical. We can imagine almost anything in a universe of only 1 object. If we are talking about concepts, I think that is more of a mathematical question and we would need to specify a space-time coordinate system.
 
  • #19
Just FYI it's "moot", not "mute". On the actual (substantial) issues I defer to your knowledge.
 
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  • #20
phinds said:
Just FYI it's "moot", not "mute".
Ha! Yes. I can't spell worth s*$t. I have no answer. That leaves me moot.
 
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  • #21
phinds said:
Unaccelerated "motion" is a meaningless concept except in reference to something.

No, it isn't. Zero proper acceleration--free fall--is locally detectable; you can read it off an accelerometer.

A better question would be whether an object alone in an otherwise empty universe could ever experience nonzero proper acceleration, since it would have no way of, for example, firing a rocket engine (since the exhaust would be a separate object once it was ejected).

phinds said:
Unaccelerated motion is relative but accelerated motion is not.

Careful. "Unaccelerated motion" in the sense of free fall is not relative; see above. A better way of saying what it seems like you're trying to say is that velocity is relative.
 
  • #22
Mohd Abdullah said:
what do you mean by "If it is accelerating it can detect that itself"?

He means that you can detect proper acceleration with an accelerometer; you don't need to refer to other objects.
 
  • #23
PeterDonis said:
No, it isn't. Zero proper acceleration--free fall--is locally detectable; you can read it off an accelerometer.
Damn. Obvious but I never thought of it. Thanks Peter.

A better question would be whether an object alone in an otherwise empty universe could ever experience nonzero proper acceleration, since it would have no way of, for example, firing a rocket engine (since the exhaust would be a separate object once it was ejected).
Yeah, we've pretty much beat that one already.
Careful. "Unaccelerated motion" in the sense of free fall is not relative; see above. A better way of saying what it seems like you're trying to say is that velocity is relative.
Now you've lost me. Two falling bodies in the atmosphere could have different velocities relative to an object on the ground, for example. Why is that not a contradiction to what you are saying?
 
  • #24
Mohd Abdullah said:
So, that means single object assumption is impossible.

No, it isn't. But it has limitations. See post #5.
 
  • #26
phinds said:
Two falling bodies in the atmosphere could have different velocities relative to an object on the ground, for example.

I've bolded the operative word. Read what I posted previously and see how the quote above, in view of the operative word I bolded, is in agreement with what I posted. PM me if you have further questions, since this thread is closed.
 

FAQ: Unanswered Questions About a Lone Object's Stationary State

1. What is a lone object's stationary state?

A lone object's stationary state refers to a state in which the object is not moving or experiencing any changes in its position, velocity, or acceleration. It is a state of equilibrium where all forces acting on the object are balanced.

2. Why are there unanswered questions about a lone object's stationary state?

There are unanswered questions about a lone object's stationary state because our current understanding of physics and the laws of motion are not able to fully explain all aspects of this phenomenon. Additionally, different factors such as external forces or quantum mechanics may also play a role in the object's stationary state.

3. How can we determine if an object is in a stationary state?

An object is considered to be in a stationary state if its position, velocity, and acceleration do not change over time. This can be determined by observing the object and measuring these parameters, or by using mathematical equations and principles such as Newton's first law of motion.

4. What are some potential applications of understanding a lone object's stationary state?

Understanding a lone object's stationary state can have various applications in different fields such as engineering, physics, and astronomy. For example, it can help engineers design stable structures and machines, and it can also aid in predicting the future positions of celestial bodies in space.

5. Are there any ongoing research or experiments related to a lone object's stationary state?

Yes, there are ongoing research and experiments in the field of physics and mechanics that aim to better understand the stationary state of lone objects. Some of these include studying the effect of external forces on stationary objects and investigating the role of quantum mechanics in this phenomenon.

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