1: GALAXIES IN THE UNIVERSE Flashcards

1
Q

Define Galaxies.

A

They are large systems of stars

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2
Q

Define parsec.

A

Distance at which star has p = 1”

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3
Q

What is characteristic of cepheids?

A

Variation in brightness with time

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4
Q

What can cepheid periods be related to?

A

Luminosities

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5
Q

How was the existence of external galaxies confirmed?

A

By observations made in Cepheids in other spiral and irregular nebulae.

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6
Q

What two equations define redshift?

A

1 + z = observed wavelength/emitted wavelength

z = v/c

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7
Q

What is the typical radial velocities of stars?

A

10-100 km/s

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8
Q

Why are spiral nebulae unable to be Galactic objects?

A

They move away from us at velocities reaching 2000 km/s. They exceed the escape velocity for the Galaxy.

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9
Q

Redshifts are used for the dynamics of objects. How is this observed in a rotating disk galaxy seen edge-on?

A

One side will be approaching the observer (blue-shifted) and the other receding (red-shifted).

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10
Q

What can the observed rotation velocity for a galaxy tell us?

A

Can be used to estimate its distance.

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11
Q

If stars at the edge of the visible disk move in circular orbits at velocity v around a mass M, then the gravitational force must match the centripetal acceleration. What is the equation for this?

A

GM/(thetaD)^2 = V^2/thetaD

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12
Q

What is the linear relationship equation between recession velocity cz and distance, D?

A

cz = H_o * D

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13
Q

What is the moving cluster method and what does it tell us?

A

It is used to determine the distance to nearby star clusters. If all the cluster stars are moving together with parallel velocity vectors, their motion will appear to converge at some point in the sky.

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14
Q

In the moving cluster method, if the angular distance of a star from the convergent point is theta, what equation relates its radial and tangential velocities?

A

v_t = v_r tan theta

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15
Q

What equation relates distance, radial velocity, and proper motion?

A

D = (v_r)tan θ/4.74µ

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16
Q

What is spectroscopic parallax?

A

Once we have calibrated the relationship between the colour and luminosity of stars, from a cluster at a known distance, we can use it as a distance indicator; we deduce L for a star from its colour and
use the flux F and the inverse square law.

17
Q

What is the equation for apparent magnitude?

A

m = −2.5 log10 F + constant,

18
Q

What is the equation for absolute magnitude?

A

M = −2.5 log10 L + constant.

19
Q

What equation relates apparent and absolute magnitude?

A

m − M = 5 log10(D/10).

20
Q

What does the method of distance determination known as ‘MS fitting’ involve?

A

If we look at other star clusters, the standard MS will just be shifted in magnitude by the distance modulus to the cluster.

21
Q

Where is the majority of stars in the H-R diagram populated?

A

The main sequence - from bright and blue (hot) to faint and red (cool).

22
Q

As well as the main sequence, what does the H-R diagram of a typical cluster also contain?

A

A ‘giant branch’ of red
giant stars which have evolved off the MS, increasing in size and luminosity. The stars at the tip of the red giant branch have quite characteristic luminosities, so this ‘TRGB’ provides another distance
indicator for any star cluster (or galaxy) in which individual stars can be resolved.

23
Q

What is the interstellar medium (ISM)?

A

It’s gas and dust that acts like the fog between the stars.

24
Q

The foreground absorption by dust in our Galaxy depends on the direction in the sky. Where is absorption greater?

A

Nearer to the Galactic plane, as we are looking through a greater depth of ISM.

25
Q

Approximating our
Galaxy by a uniform slab with the Sun in the central plane, how does the line of sight length vary?

A

The line of sight length varies as cosec b, where b is called the Galactic latitude (with b = 0 in the Galactic Plane).

26
Q

Each element of length removes a certain fraction of the light, so if I(x) is the intensity of the light
after it has passed through a length x of the ISM from its source, then after a further distance ∆x. What equation represents this?

A

I(x + ∆x) = I(x) − ∆I = I(x)[1 − κ∆x], where κ represents the rate at which the light is absorbed (absorption coefficient).

27
Q

What is the rate of change of intensity with respect to x and what is the solution?

A

dI/dx = −κI. The solution is I = (I_c)*e^(−κx)

28
Q

What equation relations original intensity and the optical depth?

A

I = (I_c)e^(−τ)

29
Q

How is the equation original intensity and optical depth translated into magnitudes? What does m_c and A represent in the equation?

A

m = mc − 2.5 log(e^−τ) = mc + 1.086τ = mc + A

m_c is the magnitude in the absence of absorption. A is the absorption.

30
Q

What is selective extinction/reddening?

A

It changes the apparent colour of obscured objects…it is the difference in extinction at two different wavelengths, e.g.
in the B and V bands, written E(B − V ).

31
Q

What is a rough estimate of the absorption in the blue band when looking all the way out of the Galaxy?

A

A_B ~ 0.2 cosec b magnitudes

32
Q

How can we deduce A-B (absorption in blue band) by looking at FIR emission?

A

As the absorption is due to dust, which then re-emits at longer wavelengths

33
Q

Working in the near infra-red to reduce the absorption by intervening interstellar dust, the P − L relation for Cepheids in terms of I-band magnitudes is what?

A

M_I = −1.3 − 3.5 log P, where P is in days

34
Q

What is the accepted value for Hubble’s constant?

A

H_0 = 70 ± 2 km s−1Mpc−1