Gravitational Waves and the Role of Photons in LIGO

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Discussion Overview

The discussion revolves around the detection of gravitational waves by LIGO and the role of photons in this process. Participants explore the implications of gravitational waves on the measurements taken by LIGO, particularly concerning the interaction between gravitational waves and the photons used in the interferometer. The conversation includes theoretical considerations and challenges related to the functioning of the observatory.

Discussion Character

  • Debate/contested
  • Technical explanation
  • Conceptual clarification

Main Points Raised

  • Some participants express skepticism about LIGO's ability to function correctly, suggesting that gravitational waves would distort both the interferometer's arms and the photons simultaneously, leading to a measurement of zero.
  • Others argue that the detectors work precisely by measuring distortions in the photons caused by gravitational waves, which deform space in a quadrupolar manner.
  • One participant questions whether changes in the metric would influence the wavelength of light and thus cancel the expected phase shift in measurements.
  • Another participant discusses the historical context of skepticism regarding the observability of gravitational waves, referencing Einstein's early thoughts on the matter.
  • There are claims that the speed of light may not remain constant in a gravitational field, citing Einstein's earlier work, which some participants challenge based on its pre-general relativity context.
  • Some participants draw parallels between the arguments presented and historical experiments, such as the Michelson-Morley experiment and the sticky bead argument, suggesting that these analogies may highlight potential flaws in the reasoning about LIGO's measurements.

Areas of Agreement / Disagreement

Participants generally do not reach consensus, as multiple competing views remain regarding the interaction of gravitational waves with photons and the implications for LIGO's measurements. Disagreements persist about the constancy of the speed of light in gravitational fields and the validity of certain historical arguments.

Contextual Notes

Some discussions reference the need for clarity on definitions and assumptions regarding the behavior of light and gravitational waves, as well as the mathematical frameworks involved in these considerations. There are unresolved questions about the implications of the metric changes on measurements.

KlowD9x
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This observatory is designed to detect gravitational waves, however, I feel that it won't work. I am sure I am wrong in my assumption, but I would like someone to explain to me why I am wrong.

I feel that this machine will not work because the gravitational waves passing over the machine will not limit themselves to distorting just the shape of the tunnels, but will distort the photons from the laser at the same time, always giving a measurement of 0 in the end.

If not, why are photons excluded from this space-time distortion?
 
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I think that's exactly how and why the detectors work, by distorting the photons. The interferometer detects any of those distortions in its field. Taken straight from http://www.ligo.caltech.edu/advLIGO/"
The effect of a propagating gravitational wave is to deform space in a quadrupolar form. The effect alternately elongates space in one direction while compressing space in an orthogonal direction and vice versa, with the frequency of the gravitational wave

My $0.02 :smile:
 
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KlowD9x said:
This observatory is designed to detect gravitational waves, however, I feel that it won't work. I am sure I am wrong in my assumption, but I would like someone to explain to me why I am wrong.

I feel that this machine will not work because the gravitational waves passing over the machine will not limit themselves to distorting just the shape of the tunnels, but will distort the photons from the laser at the same time, always giving a measurement of 0 in the end.

If not, why are photons excluded from this space-time distortion?

Have you, for example, read a review of the physics of LIGO? For example have you read

B.P. Abbott et al Rep. Prog. Phys. v.72, p.076901 (2009)?

Zz.
 
Hi!

I have the same thoughts as the original poster on this subject. I don't know how to get access to the article you mentioned, ZapperZ.
But doesn't the change in the metric influence the wavelength of the light as well as the length of the interferometer arm, thus cancelling the expected phase shift?
 
KlowD9x said:
I feel that this machine will not work because the gravitational waves passing over the machine will not limit themselves to distorting just the shape of the tunnels, but will distort the photons from the laser at the same time
FredMadison said:
But doesn't the change in the metric influence the wavelength of the light as well as the length of the interferometer arm, thus cancelling the expected phase shift?
Do you agree the speed of light will stay constant?
 
I guess I would have to say "yes" to that... Please tell me more.
 
Forgetting the wavelength, if the light travels at a constant speed but the distance it has to travel changes then wouldn't you expect a change in the time period it takes to return? (That is, a comparative phase shift between the light beams returning from different arms of the interferometer?)
 
Suspicions about the nonobservability of gravitational waves go all the way back to Einstein. Some discussion of this:

http://www.lightandmatter.com/html_books/genrel/ch08/ch08.html#Section8.2 (subsection 8.2.4)

http://en.wikipedia.org/wiki/Sticky_bead_argument

I think you need to consider that the frequency of the gravitational waves being searched for is typically below 1 Hz. Therefore, a light wave's frequency is not modified significantly while it's in flight. I think this is different from, e.g., cosmological redshifts, where the photon's wavelength stretches while it's in flight for billions of years.
 
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the speed of light will NOT stay constant under gravitational field

cesiumfrog said:
Do you agree the speed of light will stay constant?

No,
from Einstein (Ann. d. Phys. 35 1911) :
eq. (3) c=c0(1+phy/c^2)

the rate will be (1+phy/c^2) slower than at co-ordinate origin.
 
  • #10


heldervelez said:
from Einstein (Ann. d. Phys. 35 1911)
You want to disagree based on citations predating general relativity theory?
 
  • #11
Another thing to point out about the original argument made by KlowD9x is that it sounds sort of like a (correct) argument that you can't use one measuring rod to measure a change in the length of another measuring rod. If this was what LIGO was doing, then it would indeed be destined to fail. One way of seeing that you can't use one rod to measure a change in the length of another is that there is no such thing as intrinsic curvature in one dimension. Any real experiment to detect spacetime curvature essentially has to act out something resembling the definition of the Riemann tensor, which essentially involves seeing the path-dependence of parallel transport. In one dimension, you can't have two different paths from A to B that enclose a finite area.
 
  • #12
bcrowell said:
you can't use one measuring rod to measure a change in the length of another measuring rod.
Sort of sounds like a bar detector (or sticky bead experiment)?
 
  • #14
cesiumfrog said:
Sort of sounds like a bar detector (or sticky bead experiment)?

In the sticky bead method, you have two dimensions: one spatial dimension (along the length of the rod) and one time dimension (because you detect motion of the bead).
 
  • #15


cesiumfrog said:
You want to disagree based on citations predating general relativity theory?

Sorry, I've made a mistake, unintentional. The above equation was quoted from a paper of Einstein that was written before the formal presentation of GR. That equation gave a wrong value about the light deflection.

But I was not in absolute error... as c can vary:
"http://en.wikipedia.org/wiki/Schwar....29_formulations_of_the_Schwarzschild_metric""
quoting
...
the metric then becomes
. . .
In the terms of these coordinates, the velocity of light at any point is the same in all directions, but it varies with radial distance r1 (from the point mass at the origin of coordinates), where it has the value:

(see there pls, but the 3 at expoent in not ok, I think)
 
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  • #16


heldervelez said:
In the terms of these coordinates, the velocity of light
That's the coordinate speed, not the physical speed.
 

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