Debrolie Redshift missing energy?

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Discussion Overview

The discussion revolves around the implications of redshift in the context of the expanding universe, particularly focusing on the de Broglie wavelength of particles and photons. Participants explore the relationship between redshift, momentum, and energy conservation, as well as the interaction of charged particles with their electric fields.

Discussion Character

  • Exploratory
  • Debate/contested
  • Technical explanation

Main Points Raised

  • One participant questions how the de Broglie wavelength of particles changes with redshift and suggests this implies a change in momentum, which they argue violates conservation of momentum.
  • Another participant clarifies that the wavelength and energy of photons do not change during their travel but are perceived differently due to the observer's reference frame, suggesting that the redshift occurs upon emission.
  • A different participant asserts that the de Broglie wavelength only varies if the momentum of the particle changes and that photons do not interact significantly with other particles during their travel, thus maintaining a constant wavelength in their own reference frame.
  • Concerns are raised about the energy associated with redshift, with one participant stating that energy is not conserved in all frames according to general relativity, leading to the idea that energy may "disappear" or become gravitational potential energy.
  • Another participant expresses frustration with the explanations provided by chemists regarding de Broglie wavelength, indicating a desire for clearer understanding of reference frames.
  • A participant mentions confusion regarding the frequency of light and its relation to harmonics, questioning the assumption that frequency is always an integer.

Areas of Agreement / Disagreement

Participants express differing views on the nature of redshift (Doppler vs. cosmological) and the implications for energy conservation. There is no consensus on how energy is treated in the context of general relativity, and the discussion remains unresolved regarding the relationship between redshift, momentum, and energy.

Contextual Notes

Participants highlight limitations in understanding related to reference frames and the definitions of energy in different contexts, particularly in relation to general relativity.

JosephRombousky
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I'm a college freshman at the moment, so perhaps I'm just missing something simple. But none of my professors can give me an actual answer.

If photons of light from distant galaxies undergo redshift because of the expanding universe.
Also since particles have a wavelength according to Debrolie's equation, then a particle's wavelength should change when it is coming from a distant galaxy.

that is a problem for me since that suggests that the debrolie wavelength changed which means that it should have changed its momentum.

But changing momentum is a violation of the law of conservation of momentum in this case.
Also where did that energy go?
speaking of which, were does the energy from the photons go in regular electromagnetic red shift?

another problem the debrolie wavelength gives me is, if a particle like a proton has a charge it should interact with its own electric field due to the hysterises of empty space.

please explain some of this to me

josephrombousky@gmail.com
 
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JosephRombousky said:
I'm a college freshman at the moment, so perhaps I'm just missing something simple. But none of my professors can give me an actual answer.

If photons of light from distant galaxies undergo redshift because of the expanding universe.
Also since particles have a wavelength according to Debrolie's equation, then a particle's wavelength should change when it is coming from a distant galaxy.

that is a problem for me since that suggests that the debrolie wavelength changed which means that it should have changed its momentum.

But changing momentum is a violation of the law of conservation of momentum in this case.
Also where did that energy go?
speaking of which, were does the energy from the photons go in regular electromagnetic red shift?

Er... what do you mean by "change"? The wavelength and energy didn't just "change" while it is making its way from the source. These things were shifted UPON emission. It didn't just transform itself along the way. The photons were BORN that way as viewed from the observer's reference frame! So consider the drifting galaxy's motion as the "recoil" if you like.

Zz.
 
JosephRombousky said:
I'm a college freshman at the moment, so perhaps I'm just missing something simple. But none of my professors can give me an actual answer.

If photons of light from distant galaxies undergo redshift because of the expanding universe.
Also since particles have a wavelength according to Debrolie's equation, then a particle's wavelength should change when it is coming from a distant galaxy.

Nope.Louis de Broglie said in his PhD:[tex]\lambda=\frac{h}{p}[/tex].So the wavelength varies,only if the momentum (speed) of the particle changes.In their year-long travel to our eyes,those photons do not practically interact with any other particles,so their wavelength (in their own reference system) remains the same.What we perceive,instead,is not that wavelength given by de Broglie formula,but a modified one,basically by two RELATIVISTIC factors (i'm speaking about photons):the Doppler-Fizeau effect (studied by SR) and the gravitational redshift (theoretically justified by Einstein in November 25th,1915).But i repeat,in THEIR OWN REFERENCE SYSTEM,THE WAVELENGTH IS CONSTANT AND INVERSE PROPORTIONAL WITH THE MOMENTUM,AS STATED by Louis de Broglie in November 1924.

JosephRombousky said:
Also where did that energy go?

Nowhere,it stayed with the photon.


JosephRombousky said:
another problem the debrolie wavelength gives me is, if a particle like a proton has a charge it should interact with its own electric field due to the hysterises of empty space.

1.What has de Broglie wavelength got to do with the charge (which charge,probably electric,hypercharge,isospin,color,...)??
2.Assuming you're speaking about the electric charge,the inteaction of the proton with its electric field is stated by the laws of classical electrodynamics,so de Broglie wavelength is not in the picture...If you're speaking about the interaction between a fermionic 1/2 field and the electromagnetic vacuum,that's something else,and no mean to offend you in any way,but,seeing that simple topics like de Broglie's law give you headaches,you wouldn't understand neither the physics,nor the mathematics behind QED.I think...You're a freshman,right?So my assertion basically makes sense...

Daniel. :wink:
 
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Thanks a lot. Sorry if it was something of silly questions but all I have is chemistry at the moment and personally I'm a physics major. So i have read a lot of books on physics but some things just never get cleared up. Also chemists trying to explain debrolie wavelength just ruins all the life in the topic. They never made any refrence to the refrence frames at all, but that makes a lot of sence.

and dextercioby it doesn't give me a headache cause i don't understand it, it gives me a headache because I could never find anyone to clear up the little issues.

Thank you


Actually on another side note.

I know E=h/f and my older physics teachers told me frequency was always an integer(or at least in all the problems we've used F was always a whole number integer). But that never made sense to me.

didn't make any sense because you would get harmonics with every wavelength of light over a long enough distance.
 
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One thing I think that is being missed here is that the redshift under discussion is NOT Doppler shift and it is NOT gravitational redshift it is cosmological redshift and it is not caused by radial motion.

My answer then is a departure from the previous two answers as you've made a big assumption i.e. that energy-momentum IS conserved. Remember that general relativity allows us to treat all frames with equality and there is no physical theory (as far as I know anyway) that allows energy to be conserved in all frames, so the conservation of energy is not a general law in general relativity. In fact energy itself is not even a well-defined general concept in GR.

So to answer your question the energy just disappears (though I quickly checked this answer and there seems to be a school of thought that this energy becomes graviational potential energy).
 

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