Section 4 Flashcards

1
Q

matter density

A

ρ = Nstars x M☉ / volume of milky way

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2
Q

The outer part of the disc is known as

A

the Keplerian part

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3
Q

A rotation curve is

A

a plot of rotational speed as a function of distance from the centre of the galactic disc

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4
Q

Kepler’s Third Law

A

G Mgal P^2 = 4 π^2 a^3

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5
Q

the galactic disc appears to be embedded

A

in a roughly spherical halo of dark matter

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6
Q

Virial theorem to galaxy clusters

A

assume galaxy cluster is virialsed

2K + U = 0

KE = 1/2M<v>^2 = 3/2 Mσ(vr)^2</v>

PE = -GM^2/Re = -1/2 Σ i, j≠i Gmimj/|r͢j-r͢i|

M = <v>^2 Re / G</v>

<v>^2 = 3σ
</v>

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7
Q

Gravitational Lensing

A

GR predicts that light will be deflected in strong gravitational fields

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8
Q

Nucleosynthesis

A

considers the lightest elements minutes after the Big Bang.

constrains the density of baryons

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9
Q

CMBR

A

studying the pattern of temperature variations in the CMBR, the relic radiation from the Big Bang

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10
Q

Evidence from nucleosynthesis suggests

A

that a substantial fraction of dark matter in the universe is non-baryonic

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11
Q

Baryonic

A

MACHOs
Low surface brightness galaxies
Gas clumps in galaxy halos and clusters

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12
Q

Non-Baryonic

A

WIMPs
primordial black holes

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13
Q

Hot dark matter

A

moving relativistically

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14
Q

Cold dark matter

A

moving non-relativistically

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15
Q

Fg = Fc

A

GMm/r^2 = mv^2/r^2

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16
Q

if r &laquo_space;a near galactic centre then

A

ρ(r«a) ~ ρo = constant mass density

implying a rigid-body rotation

17
Q

ρ =

A

M/V

V = 4/3 π r^3

18
Q

evidence for dark matter

A

galaxy rotation curves, peculiar velocities of galaxies in clusters and gravitational lensing effects

19
Q

Dark matter interacts mainly

A

gravitationalyl

20
Q

cold dark matter vs hot dark matter

A

cold dark matter enhances the formation of structure opposed to hot dark matter

21
Q

how does the virial theorem lead to dark matter existence

A

if astronomers can measure the radial velocity dispersion and the effective radius of the cluster, they can obtain an estimate of the amount of gravitating matter in the cluster. Comparing this to the mass that must be present to explain its luminosity yields a large discrepancy -> dark matter.

22
Q

proper distance

A

distance measured with a ruler

23
Q

luminosity distance

A

the distance to the object implied by the observed flux

24
Q

the angular diameter distance

A

is the distance implied by the small angle approximation

25
Q

the practical limit of the distance we can observe is set by the

A

CMBR. Beyond the surface of last scattering the universe becomes opaque to radiation because it is a plasma, and free electrons scatter photons efficiently.