Do Photons Experience Relativity Effects?

In summary, the effects of relativity do manifest on objects approaching the speed of light, including photons. While photons have zero rest mass, they can have a finite relativistic mass depending on their energy and frequency. This is due to the relativistic Doppler effect and the fact that multiplying zero by infinity results in an indeterminate finite number. Therefore, photons can experience time dilation, increased mass, and decreased physical dimension when approaching the speed of light.
  • #1
sngtdt
10
0
question: do the effects of relativity that would manifest on objects approaching the speed of light (increasing mass, decreased time, etc) also affect photons? Photons are, after all perhaps the only things that routinely travel at that rate.
 
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  • #2
photons are the main part of the electormagnetic spectrum which travels at c. everything else travels relative in order to keep the constant for all observers.
 
  • #3
What I am wondering about is are relativity effects present on photons. I.e., a spacecraft approaching the speed of light will experience increasing mass, decreased physical dimension, time dilation etc. The question is do theses effects occur with photons, in any way.
 
  • #4
Photons always travel at the speed of light.
 
  • #5
...and have zero mass.
 
  • #6
sngtdt said:
What I am wondering about is are relativity effects present on photons. I.e., a spacecraft approaching the speed of light will experience increasing mass, decreased physical dimension, time dilation etc. The question is do theses effects occur with photons, in any way.

The frequency, wavelength, colour, and energy of light depend on the frame of reference.
 
  • #7
George Jones said:
The frequency, wavelength, colour, and energy of light depend on the frame of reference.
So... by "frame of reference" do you mean perhaps relative velocity?
 
  • #8
sngtdt said:
So... by "frame of reference" do you mean perhaps relative velocity?
Relative velocity of the speed of light from any and all frames of reference will always be c. So, no.
 
  • #9
However, two different inertial reference frames have a relative velocity with respect to each other, which is how we know they're different. And even though a pulse of light travels at the same speed in both reference frames, it has different energy, wavelength, etc. in the two frames. For frequency and wavelength this is known as the relativistic Doppler effect.
 
  • #10
This is surely a case where representing a pulse of light as a particle (or particles) is misleading. As when Isaac Newton described light as pulses or corpuscles from his prism experiment splitting light into colours. And got into problems over how many different coloured corpuscles exist.
 
  • #11
sngtdt said:
What I am wondering about is are relativity effects present on photons. I.e., a spacecraft approaching the speed of light will experience increasing mass, decreased physical dimension, time dilation etc. The question is do theses effects occur with photons, in any way.

My understanding is yes. For example, the "rest mass" of a photon is zero, but its "relativistic mass" is not. The relativistic mass can be any finite value between zero and infinity.

If you fiddle around with Einstein's equations, you'll see that if something travels at the speed of light, its relativistic mass will be its rest mass multiplied by infinity. So, for anything with non-zero rest mass, the relativistic mass would become infinity (which is why things with mass can never reach the speed of light). Conversely, if you start with zero rest mass (as with a photon) and multiply by infinity, you don't get infinity - instead you get an indeterminate finite number (i.e. anything between zero and infinity). This is why photons can travel at the speed of light, and this is why they can have different relativistic masses (e.g. photon of blue light has more relativistic mass than photon of red light).
 

Related to Do Photons Experience Relativity Effects?

1. How does relativity affect the speed of photons?

According to the theory of relativity, the speed of light (and therefore photons) is constant and does not change regardless of the observer's frame of reference. This means that no matter how fast an observer is moving, they will always measure the speed of light to be the same value, approximately 299,792,458 meters per second.

2. Can relativity cause time dilation of photons?

Yes, according to the theory of relativity, time is not absolute and can be affected by an observer's relative velocity. This means that a photon traveling at the speed of light will experience time dilation, or a slowing down of time, when observed by an outside observer. However, from the perspective of the photon, time will appear to pass normally.

3. How does relativity explain the bending of light by massive objects?

The theory of general relativity explains the bending of light (known as gravitational lensing) as a result of the curvature of spacetime caused by massive objects. This curvature causes the path of light to appear bent when observed from a different frame of reference, such as Earth's surface, due to the warping of spacetime by the massive object's gravity.

4. Can relativity affect the energy of photons?

Yes, according to the theory of relativity, energy and mass are equivalent and can be converted into one another. This means that the energy of a photon can be affected by the relative velocity of the observer, as well as the gravitational field it is traveling through. This is known as the gravitational redshift effect, where the energy of a photon decreases as it travels through a weaker gravitational field.

5. How does relativity explain the concept of simultaneity for photons?

The theory of special relativity states that the concept of simultaneity, or two events occurring at the same time, is relative and can differ between observers in different frames of reference. However, for photons traveling at the speed of light, time becomes relative and no longer follows a linear progression, making the concept of simultaneity irrelevant for photons.

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