Can light accelerate in vacuum?

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Light being emitted from a source in vacuum, can photons accelerate ?
 

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Drakkith said:
No, photons move at c the moment they are created.
Here we are again with that perennial problem that arises because the word "particle" is used in describing a Photon. What a pity they didn't invent a special, alternative word for the photon. It's what happens when very clever people try to get very clever ideas across to us mere mortals. They can't have conceived the problems they were injecting into Science education by that choice of word.
 
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Drakkith said:
No, photons move at c the moment they are created.

Acceleration is the time derivate of velocity and not of speed.
 
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DrStupid said:
Acceleration is the time derivate of velocity and not of speed.

Ok?
 
Drakkith said:
Ok?

The local speed of light in vacuum is constant but the direction can be changed.
 
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davenn said:
but I doubt that is what the OP is referring to

I agree that this is very likely. However, it should be clarified that the answer doesn't refer to the question as it has been asked.
 
DrStupid said:
The local speed of light in vacuum is constant but the direction can be changed.
How? Even in general relativity, where light can seem to curve, it follows geodesics - no acceleration.

No, light in vacuum cannot accelerate.
 
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mfb said:
How? Even in general relativity, where light can seem to curve, it follows geodesics - no acceleration.

No, light in vacuum cannot accelerate.

I suspected but didn't want to say, thanks for the clarification
should remove what I said earlier
 
but light bend near massive object, so it is accelerated.
 
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just dani ok said:
but light bend near massive object, so it is accelerated.
It terms of coordinate acceleration in non inertial coordinates, yes. The speed in non inertial coordinates is also not limited to c, but can take any arbitrary value.

In inertial coordinates though, which exist only locally in curved space time, light doesn't change speed nor direction.
 
A.T. said:
It terms of coordinate acceleration in non inertial coordinates, yes. The speed in non inertial coordinates is also not limited to c, but can take any arbitrary value.

That's why I limited my statement above to the local speed.
 
Light emitted from a source in a vacuum accelerates when it enters (or leaves) a material with refractive index > 1.
 
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Light doesn't really accelerate otherwise it would go beyond c.What changes is the phase velocity vp=c/n so when n<1 , vp>c.
 
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Acceleration is the rate of change of velocity, so negative values of acceleration (slowing down) are permitted.
 
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David Lewis said:
Acceleration is the rate of change of velocity, so negative values of acceleration (slowing down) are permitted.
Velocity is a vector and so is acceleration. Slowing down doesn't imply negative acceleration components, as their sign depends on the coordinate system.
 
Thank you. If an object is going 2 m/s, and then slows down to 1 m/s, what is delta v?
 
My assumption is that when something slows down, it accelerates (because its velocity is changing). Hence my previous assertion that light accelerates when it enters a material with refractive index >1.
 
Light speed is constant.
 
When light strikes a mirror in a vacuum, it changes direction.
And, when light is emitted from a refractive material source into a vacuum, it speeds up.
 
Velocity is the vector of speed, the absolute value of the vector is constant there is no acceleration. Speed is constant.
 
Light doesn't stop when is hits the mirror.
 
Light travels c in a vacuum. According to special relativity, something traveling at c is impossible to accelerate.
 
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Since everyone is answering a different question, it's no wonder you're all giving different answers.

If the question is "can light in a vacuum, with no material medium and no gravity anywhere, accelerate, relative to inertial coordinates?" the answer is no.

If the question is "can light in a vacuum, with no material medium and no gravity anywhere, accelerate, relative to non-inertial coordinates", the answer is it depends on the coordinates.

If the question is "can light in a vacuum, with no material medium and no gravity anywhere, follow a trajectory that has intrinsic path curvature?" the answer is no. ("Intrinsic path curvature" is a more technical way of expressing the concept we think of as "being pushed by a force" or "having proper acceleration" when we are talking about massive particles rather than something massless like light.)

If the question is "can light in a vacuum, with no material medium, but with gravity present, accelerate, relative to some particular coordinates?" the answer is it depends on the coordinates. (Note that there are no global inertial coordinates when gravity is present, but the answer relative to local inertial coordinates, within the range that they cover, is no.)

If the question is "can light in a vacuum, with no material medium, but with gravity present, follow a trajectory that has intrinsic path curvature?" the answer is no.

I won't bother giving answers for the case where a material medium is present, since that would no longer qualify as "in vacuum". But perhaps the above will help to clarify the different ways the OP's question can be interpreted.
 
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PeterDonis said:
...
If the question is "can light in a vacuum, with no material medium and no gravity anywhere, accelerate, relative to non-inertial coordinates", the answer is it depends on the coordinates.

...

If the question is "can light in a vacuum, with no material medium, but with gravity present, accelerate, relative to some particular coordinates?" the answer is it depends on the coordinates. (Note that there are no global inertial coordinates when gravity is present, but the answer relative to local inertial coordinates, within the range that they cover, is no.)

OK, so, from that it follows that since the question was in fact " Light being emitted from a source in vacuum, CAN photons accelerate ?"
and NOT
" Light being emitted from a source in vacuum, DO photons accelerate ?"
the answer emphatically is "Yes".

Note that there is nothing unusual in the acceleration of light (photons if you like) being accelerated only from certain points of view or certain coordinates in particular circumstances. Newton's first and second laws applies just as strongly to ER as to NR. In the absence of gravitational or force gradients, non-zero rest-mass bodies in free fall do not accelerate either.
Much like light.
So what else is new?
 
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Jon Richfield said:
the answer emphatically is "Yes".

No, the answer is "it depends on how you define acceleration, and if you define it as coordinate acceleration, it depends on the coordinates you choose". But no actual physics can depend on the coordinates you choose. So the only version of the question that is asking about actual physics, as opposed to just your choice of coordinates, is the version that asks whether light rays in vacuum can have path curvature. And the answer to that question emphatically is "No".
 
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