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0 votes
0 answers
49 views

Dark energy and conservation of energy in General relativity [duplicate]

i know that conservation of energy in general relativity has been discussed multiple times here at PE, a popular explanation on the topic is Sean Carroll's blog "Energy is not conserved" ...
FACald's user avatar
  • 117
-1 votes
1 answer
53 views

If an area in 2D cannot be curved and finite is the same regarding the space of our pressumed 3D universe?

Is the sentence in the title right that our universe is infinite? And if so does it mean that stars are not evenly distributed along our universe but they all move from a populated centre to a fairly ...
Krešimir Bradvica's user avatar
3 votes
0 answers
80 views

Noether's Theorem in relativistic cosmologies [duplicate]

Is Noether's Theorem valid within the context of relativistic cosmology? If not, does this mean that the universe does not conserve energy on cosmological time and distance scales?
niels nielsen's user avatar
2 votes
0 answers
54 views

How does one draw the Penrose diagram for an FLRW universe with three different epochs?

Let's model the universe with the FLRW metric $$ ds^2 =-dt^2 +a(t)^2\big(d\chi +R_k(\chi)^2 d\Omega^2\big)$$ where $a(t)$ is the scale factor and $R_k(\chi)$ is $\chi$ for a spatially flat ($k=0$) ...
P. C. Spaniel's user avatar
0 votes
1 answer
67 views

Solve Friedmann equation for non-zero curvature and non-zero cosmological constant

I tried to find an elegant way to solve (without approximating for low densities) $$\dot{R}^2=\frac{8 \pi G}{3 c^2} \rho R^2-k c^2+\frac{c^2 \Lambda}{3} R^2$$ for $k=\pm 1$ and $\Lambda \neq 0$ (one ...
Vincent ISOZ's user avatar
0 votes
0 answers
73 views

Are there any ways to conceptualize the relationship between gravity and space-time other than curvatures?

This might sound like a random question, but it came to me while I was trying to conceptualize the size of the universe and started thinking of entire galaxies resembling grands of sand floating ...
cosmic_ocean's user avatar
0 votes
0 answers
84 views

Numerical solution for the Mukhanov-Sasaki equation with Bunch-Davies vacuum state

I have the Mukhanov-Sasaki equation in terms of $u_k$ \begin{align*} u''_k(\tau)+\left(k^2-\frac{a''(\tau)}{a(\tau)}+f(\tau)\right)u_k(\tau)=0 \end{align*} and also the initial condition from Bunch-...
Julian Yussef's user avatar
1 vote
0 answers
44 views

Asymptotic development of the black-hole metric

In the Kruskal-Szekeres extension of the Schwarzschild metric parallel universes appear. In a couple of questions on this site, for instance: Where does the parallel universe in the Penrose diagram ...
Frederic Thomas's user avatar
8 votes
2 answers
429 views

Are the mass, diameter and age of the Universe frame dependent?

Mass of the observable Universe is known to be $1.50×10^{53}$ kg. Age is approximately known to be 13.7 billion years.The observable Universe is a sphere with diameter of roughly $8.8\times10^{26}$ m. ...
SacrificialEquation's user avatar
-4 votes
1 answer
78 views

The background of the universe [closed]

Mass(-energy-momentum) curves space(-time). However - what is space-time? Is it (the background) necessarily flat(without something in it) ? If there were an empty universe - is there still spacetime ...
MartyMcFly's user avatar
-1 votes
1 answer
113 views

Is it possible that if the universe collapses, it reaches the same state as in its beginning? [closed]

Suppose the universe were to eventually collapse in a Big Crunch. How closely could the universe's final moments resemble those at the beginning of the universe? Could the universe return to its ...
vengaq's user avatar
  • 2,462
2 votes
2 answers
414 views

What is the cardinality of intervals in space, and what is the cardinality of intervals in spacetime?

The interval $|(0, 1)| = |\mathbb{R}|$. I naively thought that one could treat intervals in space in kind, i.e., that the cardinality of any interval in space has the cardinality of the continuum. You'...
Andres's user avatar
  • 23
0 votes
2 answers
101 views

Could Dark Matter have negative pressure?

Is it possible for dark matter to have negative (but negligible) pressure? How small should it be to fit with observations? Dark matter pressure is actually known and measured?
Antoniou's user avatar
  • 495
0 votes
0 answers
44 views

Effects of anisotropy and non-homogeneity in the universe's symmetries...?

I was reading Philip W Anderson's essay "More is Different" (https://www.tkm.kit.edu/downloads/TKM1_2011_more_is_different_PWA.pdf) and at some point he links the isotropy and homogeneity of ...
vengaq's user avatar
  • 2,462
1 vote
4 answers
431 views

Is there anything truly "stationary" in the universe? [closed]

Ok, so I read this question and it got me thinking about something. Is there anything genuinely stationary in our universe? What does it mean to be stationary or devoid of any motion? If there isn't ...
Aakash Mutum's user avatar

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