Can there be any acceleration without mass?

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Discussion Overview

The discussion revolves around the question of whether acceleration can occur without mass, exploring theoretical implications and interpretations in physics. Participants engage with concepts from classical mechanics, relativity, and quantum theory, examining the nature of massless entities and their ability to accelerate.

Discussion Character

  • Debate/contested
  • Conceptual clarification
  • Exploratory

Main Points Raised

  • Some participants assert that mass is necessary for acceleration, citing that anything without mass must move at the speed of light and cannot accelerate.
  • Others challenge this view, arguing that constant speed does not preclude the possibility of acceleration and that acceleration can be discussed without reference to mass.
  • A participant introduces the concept of Shapiro delay as a phenomenon that may involve acceleration without mass.
  • There is a discussion about the nature of geometrical points and massless objects, with differing opinions on whether the term "massless geometrical point" is meaningful.
  • Some participants propose that acceleration can occur in varying media, suggesting that light can experience acceleration without having rest mass.
  • Others argue that Newtonian physics does not apply to massless objects and question the validity of discussing acceleration in such contexts.
  • The conversation also touches on philosophical aspects of mathematical objects, questioning their reality and existence beyond physical representation.

Areas of Agreement / Disagreement

Participants do not reach a consensus on whether acceleration can occur without mass. Multiple competing views are presented, with ongoing debate about the definitions and implications of mass and acceleration.

Contextual Notes

Limitations include varying interpretations of mass, the applicability of classical physics to massless entities, and the ambiguity surrounding the definitions of acceleration in different contexts.

  • #31
sophiecentaur said:
I could say the same about the number 7.563 . It's a totally virtual idea and is not 'real' (except in the convention used for complex numbers) What about a nice irrational number (√2) or even a transcendental number (π)? Could one of them 'accelerate'?

I really have no idea how root(2) could accelerate, but I don't think it is in the same class of objects as a point. That does not imply that root(2) is not real, only that the geometric ideas of displacement, velocity, and acceleration don't seem to apply there in the same way.
 
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  • #32
Nugatory said:
Whenever the word "real" appears in a Physics Forums post

Can you add "actually" to that list?
 
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  • #33
Dr.D said:
I really have no idea how root(2) could accelerate, but I don't think it is in the same class of objects as a point.
Not the same class, agreed. I have just reached a small problem for my initial idea. If I take a geometrical circle (not made of anything so no mass). Then I rotate the circle, a point on the circle is now accelerating towards to centre. No force was involved and the point has no mass but there is still acceleration.
But whether this is relevant to the spirit of the OP,I am not sure.
 
  • #34
sophiecentaur said:
Not the same class, agreed. I have just reached a small problem for my initial idea. If I take a geometrical circle (not made of anything so no mass). Then I rotate the circle, a point on the circle is now accelerating towards to centre. No force was involved and the point has no mass but there is still acceleration.
But whether this is relevant to the spirit of the OP,I am not sure.

Hard to say whether this is relevant to the OP or not, but it is certainly relevant to the discussion others have entered into. There are many other similar situations. For example, consider two radial lines, each rotating and extending out from a different point. The intersection of those two lines defines a moving and accelerating point, but again, there is no mass involved.
 
  • #35
Dr.D said:
Hard to say whether this is relevant to the OP or not

Most probably not. The first post refers to dynamics and not to kinematics.
 
  • #36
DrStupid said:
Most probably not. The first post refers to dynamics and not to kinematics.

Maybe, but maybe not . Here is a repeat of the first post:
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So, we know that force equals mass times acceleration. A force is needed to cause an acceleration. I am wondering though, is mass required for accelerations to happen? Why or why not?

It certainly does not reference the word "dynamics," per se, but it does speak of acceleration. Acceleration is specifically a kinematic concept that merely happens to have relevance in dynamics. The OP says, "A force is needed to cause an acceleration," which is not true at all unless there is mass involved. Accelerations of massless points happen in many circumstances with no force involved.
 

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  • #37
Dr.D said:
Hard to say whether this is relevant to the OP or not, but it is certainly relevant to the discussion others have entered into. There are many other similar situations. For example, consider two radial lines, each rotating and extending out from a different point. The intersection of those two lines defines a moving and accelerating point, but again, there is no mass involved.
One problem with this is that you are ascribing motion to an illusion of motion. For example, if you have an array of lights going on in a sequence, then that creates the illusion of something moving with a speed and an acceleration.If you accept that, then what happens if two lights go on at once and stay on? Do you have a single object in two places at once or two objects?

The fact is that a sequence of illuminated lights does not represent the motion of any thing. It's purely arbitrary that you have chosen to associate the different lights with each other in that way. You can simply drop that association and consider it a set of lights, each of which us either on or off at a given time.

Technically, therefore, your point of intersection is not moving or accelerating. It's an arbitrary association of points in space over time.

Informally, of course, you can say it moves, but technically it isn't motion.
 
  • #38
Dr.D said:
The OP says, "A force is needed to cause an acceleration," which is not true at all unless there is mass involved.

The quotation from the OP is Newton's first law of motion. That's the reference to dynamics I was talking about. This law is true if physics describes reality correctly. You are right that it is not true for m=0 in classical mechanics, but in this case classical mechanics fails at all. In relativity it always holds.

PeroK said:
The fact is that a sequence of illuminated lights does not represent the motion of any thing.

That depends on the definition of "thing".
 
  • #39
sophiecentaur said:
It does. If the 'entity' only exists at velocity c then when would it be accelerating?

In a lab when light passes through say fiber optics is not the speed reduced by 31% ?
 
  • #40
If you search "slow light" you will find out light can be stopped, started and slowed down.
 
  • #41
Outhouse said:
In a lab when light passes through say fiber optics is not the speed reduced by 31% ?
The letter "c" denotes the speed of light in vacuum -- the invariant speed limit in relativity. Light in fiber does not move at c.
 

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