What happens to a laser pulse that is beamed through a gravity well?

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    Gravity Laser Pulse
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Discussion Overview

The discussion revolves around the behavior of a laser pulse as it travels through a gravity well, focusing on the bending of light, changes in wavelength, pulse shape, and the effects of gravitational time dilation. Participants explore theoretical implications and various models related to light propagation in gravitational fields.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • Some participants propose that the path of photons will bend towards the center of mass, while questioning the effects on wavelength and pulse shape within the gravity well.
  • Others argue that photons do not experience real acceleration in free fall, suggesting that their wavelengths remain unchanged while traveling through shrunken space and slowed time.
  • One participant mentions the Pound-Rebka experiment to illustrate that light emitted in a gravity well experiences redshift when exiting, while light emitted outside retains its frequency.
  • There are claims that the wavelength of light will decrease as it approaches the lowest point in the well and increase upon exiting, with some participants suggesting this is due to energy density changes.
  • Some participants assert that the pulse shape does not change due to gravity, comparing it to light from a lamp, while others challenge this by discussing potential shifts in position and diffusion of the pulse.
  • One participant draws an analogy with a compressed slinky to suggest that energy density variations could affect pulse shape, while others counter that the frequency remains constant to an outside observer despite perceived changes due to gravitational time dilation.
  • There is discussion about how observers in different gravitational fields perceive the frequency of light differently, with implications for how pulses are observed across the gravity well.

Areas of Agreement / Disagreement

Participants express multiple competing views regarding the effects of gravity on wavelength and pulse shape, with no consensus reached on whether the pulse shape changes or remains constant. The discussion remains unresolved on several points, particularly regarding the relationship between gravitational effects and light propagation.

Contextual Notes

Participants highlight limitations in understanding, such as the dependence on reference frames and the complexity of gravitational effects on light, which may not be fully resolved within the discussion.

TCS
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I believe that the path of the photons will bend towards the center of mass, but I wonder what happens to the wavelength and the pulse shape while the photons are in the gravity well.

The photons don't undergo any real acceleration, since they are in free fall, so their wavelengths should stay the same but they traveling through shrunken space and slowed down time.

I wonder if it affects the pulse like an inductor.
 
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TCS said:
I believe that the path of the photons will bend towards the center of mass, but I wonder what happens to the wavelength and the pulse shape while the photons are in the gravity well.

The photons don't undergo any real acceleration, since they are in free fall, so their wavelengths should stay the same but they traveling through shrunken space and slowed down time.

I wonder if it affects the pulse like an inductor.

The fact that the light is in the form of a laser pulse does not change how it will behave in relation to gravity.
 
Geigerclick said:
The fact that the light is in the form of a laser pulse does not change how it will behave in relation to gravity.

Why does a spherical wave behave exactly the the same as a colimated spacially and temporally restricted wave.
 
TCS said:
so their wavelengths should stay the same
Nope, the wavelkength does not "stay the same". Google "Pound-Rebka experiment".
 
starthaus said:
Nope, the wavelkength does not "stay the same". Google "Pound-Rebka experiment".


Light that is emitted in a gravity well will red shift when it comes out of the well. However, light emitted outside a gravity well has the same frequency after it leaves the welll than when it went in.

I got a little mixed up and I was thinking that the red/blue shift of photons related to whether a particle would have to undergo real accleleration to fllow the same path as the photon because I was trying to understand why the oscillation of a clock speeds up but the oscillation of light slows down. However, I think the correct correlation is that the frequency of the light will change whenever the velocity of a particle would change.

Anyway, it seems that the light will have a red/blue as long as the path of the light is along the gradient of mass/energy density. also, Also, motition perpendicular to the gradient causes the direction of the light to shift in the direction of the gradident. Accordingly, the wavelngth of light will decrease until it reaches its lowest point in the well and then increase until it leaves. This makes sense to me since the contraction of space causes more energy to be contained within a smaller space.

However, I still don't know if a gravity well will cause a change of pulse shape.
 
TCS said:
Light that is emitted in a gravity well will red shift when it comes out of the well. However, light emitted outside a gravity well has the same frequency after it leaves the welll than when it went in.

I got a little mixed up and I was thinking that the red/blue shift of photons related to whether a particle would have to undergo real accleleration to fllow the same path as the photon because I was trying to understand why the oscillation of a clock speeds up but the oscillation of light slows down. However, I think the correct correlation is that the frequency of the light will change whenever the velocity of a particle would change.

Anyway, it seems that the light will have a red/blue as long as the path of the light is along the gradient of mass/energy density. also, Also, motition perpendicular to the gradient causes the direction of the light to shift in the direction of the gradident. Accordingly, the wavelngth of light will decrease until it reaches its lowest point in the well and then increase until it leaves. This makes sense to me since the contraction of space causes more energy to be contained within a smaller space.

However, I still don't know if a gravity well will cause a change of pulse shape.

It doesn't, anymore than a flash from a lamp would. Collimated or not, only the wavelength changes as starthaus has said. The spread is going to increase based on the distance it travels, and as gravity is geometry, that is just another aspect of the pulse's travel.
 
Geigerclick said:
It doesn't, anymore than a flash from a lamp would. Collimated or not, only the wavelength changes as starthaus has said. The spread is going to increase based on the distance it travels, and as gravity is geometry, that is just another aspect of the pulse's travel.

It's postition changes not just its wavelength. It's direction varies as it trravels through the well and its positioon on the other side of the well is shifted not unlike the positiion of a photon that has passed through an acuarium.
 
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TCS said:
It's postition changes not just its wavelength.

Yes, but unless there is shearing it will emerge as it entered. If you fired a pulse from A -> B over distance Y, and a pulse from C -> D over the same distance Y, but through a gravity well, the distance pulse C-D covers will be greater, and it will have diffused more than A-B. Beyond that, there is net result once you reach B, and D respectively. The result is that C-D will have traveled "more" than A-B because of its trip through a gravity well.
 
If you send a dc current through a metal slinky but you compress the slinky in the middle of the path, the current will be the same out as in even though the energy density and magnetic field vary along length the slinky. However, if send a pulse through the slinky, the pulse shape will shift back and flatten.


It seems like there should be a similar situation on the waves traveling through the gravity well, where the charging up of the energy density causes a delay in the pulse.
 
  • #10
TCS said:
I got a little mixed up and I was thinking that the red/blue shift of photons related to whether a particle would have to undergo real accleleration to fllow the same path as the photon because I was trying to understand why the oscillation of a clock speeds up but the oscillation of light slows down. However, I think the correct correlation is that the frequency of the light will change whenever the velocity of a particle would change.
The frequency must remain constant to an outside observer, but due to gravitational time dilation to an inside observer the frequency will look faster.

Think of it as pulses, if I am outside and shoots one pulse every second, and inside there is 50% relative time dilation a person inside will see 2 pulses per second. In the same scenario since light is just a series of pulses they would also double in frequency. But to an observer at the other side of the gravity well the pulses would look just like normal again.

This should answer your original question, the photon composition don't change at all since it is just an issue about perception.
 
  • #11
Klockan3 said:
The frequency must remain constant to an outside observer, but due to gravitational time dilation to an inside observer the frequency will look faster.

Think of it as pulses, if I am outside and shoots one pulse every second, and inside there is 50% relative time dilation a person inside will see 2 pulses per second. In the same scenario since light is just a series of pulses they would also double in frequency. But to an observer at the other side of the gravity well the pulses would look just like normal again.

This should answer your original question, the photon composition don't change at all since it is just an issue about perception.

You are always going to see the light as the same frequency because it has to reflect out for you to see it. However, from your reference frame, the light has a higher frequency while it is in the gravity well because of space dilation.
 
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  • #12
On the surface of Earth I am measuring Light with a clock that has a period dilated from the clock you have in orbit, all things else being equal, I will always count more cycles per second than you.
 
  • #13
petm1 said:
On the surface of Earth I am measuring Light with a clock that has a period dilated from the clock you have in orbit, all things else being equal, I will always count more cycles per second than you.

My question was meant to be about what happens to the light from the perspective of the external frame not the internal frame.

If you put a ruler in a gravity well, it will shrink to someone in the external frame. If you put light in the same well, its wavelength will likewise shrink.
 

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