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2 votes
0 answers
64 views

Proving that the CMBR remains thermal after a Lorentz boost

Suppose $S$ is a frame in which the CMBR is thermal and isotropic. I'm taking this to mean it follows the Planck Blackbody distribution $$n(\omega)=\frac{1}{\pi^2 c^3}\frac{\omega^2}{e^{\beta\hbar\...
acernine's user avatar
  • 248
2 votes
0 answers
48 views

Does expansion of space over time assume a particular space/time dichotomy?

Regarding the expansion of the Universe, Wikipedia states: The expansion of the universe is the increase in distance between any two given gravitationally unbound parts of the observable universe ...
thecommexokid's user avatar
2 votes
3 answers
218 views

Does our past light-cone have some extension in three-dimensional space?

On spacetime diagrams cosmologists represent our past light-cone as a two-dimensional surface extending back in time, on which are situated all light-emitting events which we can observe today. This ...
Rene Kail's user avatar
  • 928
3 votes
0 answers
39 views

Is it valid to add energy densities of *interacting* perfect fluids?

In several papers on interacting perfect fluids in cosmology, the authors assume that we still can add the energy densities and pressures of the individual fluids, as if there wasn't any interaction: \...
Cham's user avatar
  • 7,592
16 votes
6 answers
2k views

Question on Roger Penrose's argument on using particles as clocks

In Roger Penrose's book Cycles of Time under section 2.3 (space-time, null cones, metrics, conformal geometry), Penrose makes the following argument which states that only particles with mass can be ...
Ethan's user avatar
  • 498
3 votes
0 answers
109 views

Can Lorentz symmetry be broken?

I am used to symmetry breaking in condensed matter, where we have a preferred reference frame (superconductivity, ferromagnets, etc). But what about Lorentz symmetry? What would such symmetry breaking ...
Pavlo. B.'s user avatar
  • 2,625
-1 votes
1 answer
446 views

What is meant by dark matter being non-relativistic and why is this?

What does it mean by dark matter being non-relativistic and why is it non-relativistic?
asdfgjohig's user avatar
0 votes
1 answer
615 views

Four-Vector For Number Flux of Particles

Imagine a four-velocity $U^\mu(x)$ defined all over spacetime. Define the number-flux four-vector as $$N^\mu = nU^\mu$$ where $n$ is the number density of a collection of particles in their rest frame....
wrb98's user avatar
  • 201
1 vote
1 answer
67 views

Is the fact that we're moving with a certain speed with respect to the CMB special-relativity consistent?

As a sidenote to an exercise about the aberration of CMB at the dipole level, which scope was to find the peculiar velocity we have with respect to the cosmic background (assuming the doppler effect ...
Jorge Casajus's user avatar
1 vote
1 answer
155 views

Lower limit to the distance between two mouths of a wormhole?

This is more like a conceptual question. Wormholes are tunnels connecting two different parts of the same universe or connecting two parts in different universes. Taking the former one as an example; ...
Monopole's user avatar
  • 3,464
1 vote
3 answers
59 views

Indirectly breaking the speed of light through inflationary phase

How do you define velocity? Rate of change of "space" between two objects-and that will give relative velocity between them. Now in inflationary phase the universe expanded faster than light ...
Swayam Jha's user avatar
2 votes
1 answer
947 views

Comoving coordinates and frames in Cosmology

In FLRW metric, I am reading that all galaxies are given a comoving coordinate $\lbrace x^i, i=0,1, 2,3\rbrace$( Schutz) . Since GR can be done in any coordinate system, using comoving coordinates is ...
Shashaank's user avatar
  • 2,797
0 votes
2 answers
290 views

Flow of time in a block universe

On asking how there could be a flow of time in a block universe one user said "In the block universe concept there is no physical flow of time. The flow of time is a purely mental sensation that ...
user avatar
1 vote
0 answers
52 views

What implications does special relativity have on the accelerating expansion of the universe? [duplicate]

Under special relativity we have the Lorentz factor: $$ \gamma = \sqrt{\frac{1}{1-\frac{v^2}{c^2}}} $$ Which essentially mathematically describes how the relative speeds between objects can never ...
Alexander Kalian's user avatar
1 vote
1 answer
480 views

Coordinate transformation to find the Minkowski metric

I have the following cosmology exercise: i) calculate the evolution scale factor for an open empty universe and write down its spacetime metric in terms of coordinate $\chi$ \begin{equation} d\chi = \...
Apinorr's user avatar
  • 155

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