Appearance of the Universe Flashcards

(26 cards)

1
Q

What Evidence supports a homogeneous isotropic universe?

A

1 – The Hubble-Lemaître law
2 – The cosmic microwave background radiation
3 – Primordial nucleosynthesis
4 – The age of the Universe
5 – Galaxy number counts

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2
Q

How does the Hubble-Lemaître law support a homogeneous isotropic universe?

A

The Hubble-Lemaître law has been verified over a large range of scales, and its
accuracy supports homogeneous isotropic cosmologies

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3
Q

How does the cosmic microwave background radiation support a homogeneous isotropic universe?

A

The Cosmic Microwave Background Radiation (CMBR) is isotropic to a very high
accuracy, and it has a very large energy density (∼ 1 eV cm−3
)

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4
Q

How does the age of the Universe support a homogeneous isotropic universe?

A

All measurements give consistent values for the age of the universe of 13.7×109 y, supporting models of a homogeneous and isotropic universe

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5
Q

How does Primordial nucleosynthesis support a homogeneous isotropic universe?

A

By adjusting only the baryon density ρb (∼ 10−28 kg m−3
), given the standard
(Friedman-Lemaître) model for expansion, one obtains an accurate prediction for the
abundances of several light elements (H, He, Li, Be) and their isotopes which is in
agreement with their observed values

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6
Q

When galaxy distribution is separated by redshift layer, what is the most isotropic redshift range?

A

z>0.06

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7
Q

When galaxy distribution is separated by redshift layer, what is the least isotropic redshift range?

A

z<0.01

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8
Q

What does a panoramic view of the entire near-infrared sky reveal?

A

The distribution
of galaxies beyond the Milky Way

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9
Q

What is galaxy number counts?

A

A statistical technique used to study the evolutionary history of the Universe. It involves counting the number of galaxies above a threshold flux density in a given area of the sky.

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10
Q

What are our initial assumptions when calculating galaxy number counts?

A

We assume a non-expanding universe
with no curvature and homogeneous, isotropic distribution of matter

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11
Q

What is the luminosity distribution function?

A

The number of sources per unit volume per luminosity interval

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12
Q

Why do we use the luminosity distribution function?

A

not all galaxies have the same luminosity

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13
Q

When does our simple calculation of galaxy number counts apply?

A

to uniformly distributed sources in a non-expanding
flat universe

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14
Q

What does our simple calculation of galaxy number counts not account for?

A

cosmological redshift and galaxy evolution

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15
Q

When does our simple calculation of galaxy number counts not agree with observations?

A

large magnitudes (faint objects)

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16
Q

Why might our simple calculation of galaxy number counts not agree with observations at large m?

A
  1. evolutionary effects in galaxies
  2. relativistic phenomenon
17
Q

What equation do we use to look at the differential number counts of galaxies?

A

Robertson-Walker metric

18
Q

What kind of universe does the e Robertson-Walker metric describe?

A

homogeneous, isotropic, non-flat, expanding universe

19
Q

Why can we expect n(t) proportional to 1/(a cubed) for a matter dominated universe?

A

The Cosmological Principle
tells us to assume that sources are uniformly distributed in space-time

20
Q

How can we deal with the limiting detectable flux from the Differential number counts of galaxies?

A

use the luminosity distance which objects we may still observe out at r0

21
Q

Why can Differential number counts of galaxies not be used to determine which cosmological model
the Universe adheres to?

A

it is extremely difficult to deconvolve the effects of evolution on luminosity from the effects of cosmological expansion

22
Q

What question did Olbers pose?

A

why is the sky dark at night?

23
Q

What is Olbers Paradox?

A

if the Universe is infinite in extent and
eternal, with stars roughly uniformly distributed throughout space, then every line of sight will intercept a star, so
that the whole night sky should be as bright as the surface of a star

24
Q

What is the resolution of Olber’s paradox?

A
  1. Stars have finite lifetimes and can’t fill their portion of space with light forever.
  2. The speed of light is finite, so only stars within a finite distance can be observed.
  3. Above all, the Universe almost certainly has a finite age.
25
Which of the Resolutions of Olbers’s Paradox is a property of the Universe?
the Universe almost certainly has a finite age
26
What is cosmology?
The study of the origin and evolution of the Universe