Part Two Flashcards

(58 cards)

1
Q

Absorption spectrum

A

a colour spectrum with dark absorption lines (happens when an intervening cool gas absorbs certain wavelengths from the original light source)

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2
Q

Continuous spectrum

A

when light of all wavelengths is emitted without interruption

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3
Q

Emission lines

A

single frequencies emitted by particular atoms (heated gas)

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4
Q

Kirchoff’s laws

A

continuous, emission and absorption spectrum

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5
Q

What does a telescope do?

A

Magnifies, gathers light and sees fine detail

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6
Q

Refraction

A

the bending of a beam of light as it passes from one transparent medium to another (air –> glass)

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7
Q

Why are modern telescopes reflectors?

A

a lens needs two optically acceptable surfaces, a mirror only needs one; some light travelling through a lens gets absorbed (bad)

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8
Q

How does telescope size affect observing?

A

Larger telescopes gather more light, therefore having better resolution

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9
Q

Photometry

A

measurement of brightness

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10
Q

Angular resolution

A

if the wavelength is longer, there’s more diffraction; if opening is larger, there’s less diffraction
angular resolution = 0.25*wavelength(micrometers)/mirror diameter(m)

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11
Q

Diffraction

A

when light spreads out as it passes a corner or through an opening

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12
Q

Interferometry

A

combining info from several spread out dishes as if they came from one dish

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13
Q

Refraction

A

other side of mirror

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14
Q

Reflection

A

same side of mirror

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15
Q

Grazing incidence

A

how x-rays are focused; reflected at a very shallow angle

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16
Q

Cherenkov light

A

caused by gamma rays interacting with the atmosphere which causes “shower particles”

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17
Q

Quantized levels

A

orbits that an electron is allowed to orbit in

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18
Q

Photon’s energy

A
E = hf (E = energy, h = constant, f = frequency), the higher the frequency, the higher the energy
E = E2 - E1 (energy difference between orbits)
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19
Q

Electron jumping up

A

absorption lines

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20
Q

Electron moving down

A

emission lines

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21
Q

When does the electron leave the atom?

A

at 13.6 electron volts

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22
Q

Ground state

A

n = 1

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23
Q

Excited states

A

begin at n = 2

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24
Q

Lyman series

A

transition to/from n = 1 (Lyman alpha: n=2 n= 1)

25
Balmer series
transition to/from n = 2 (Balmer alpha: n = 3 n = 2)
26
Electron transitions
produce visible and UV lines
27
Vibrational transitions (molecular)
produce infrared lines
28
Rotational transitions (molecular)
produce radio-wave lines
29
Stellar classes
OBAFGKM
30
Strongest lines in A stars?
Hydrogen
31
Strongest lines in O stars? (hot)
Helium
32
Strongest lines in M stars? (cool)
Molecular
33
How are observations of star radiation made?
using a blue filter and a visual filter (B/V ratio)
34
A small apparent magnitude (m) means...
apparently brighter objects (the sun is negative)
35
Luminosity
absolute brightness, total power radiated by a star
36
Absolute magnitude (M)
how bright an object would be if it was 10 parsecs away
37
Magnitude scale
a change of 5 in app. magnitude corresponds to a brightness ratio of 100 because the eye has a logarithmic response to brightness
38
Apparent brightness
proportional to luminosity over distance squared (the further the distance, the dimmer the star)
39
One magnitude difference
corresponds to 2.51 in apparent brightness
40
Apparent versus absolute magnitude
m-M > 0; distance further than 10 pc | m-M > 0; distance closer than 10 pc
41
H-R diagram
the diagram plots luminosity and temperature/colour
42
Main sequence
where 90% of stars are found
43
Spectroscopic parallax
in finding spectral type we can determine distance
44
Luminosity classes
``` |a: bright supergiants |b: supergiants ||: bright giants |||: giants |V: subgiants V: main sequence ```
45
How is the luminosity class determined?
main sequence stars have higher densities and therefore broader spectral lines than supergiants
46
What is the MAIN determinant of where a star is on the main sequence?
MASS
47
How do we measure the mass in a binary star?
by also measuring period and semi-major axis, and using Kepler's third law to divide by the sum of both star's masses
48
Visual binaries
members are bright enough to be observed separately
49
Spectroscopic binaries
have back and forth Doppler shifts of spectral lines as stars orbit
50
Eclipsing binaries
observe a periodic decrease in starlight as one passes in front of the other; a light curve is used to determine this
51
Mass relations
larger stars run out of energy faster so they die faster; mass is correlated with radius, and strongly correlated with luminosity (L~M^4)
52
Interstellar medium
where stars are born and die; composed of 99% gas and 1% dust
53
Extinction
the dimming of starlight by interstellar matter
54
Interstellar reddening
the wavelength of blue light is comparable to the size of a dust particle, and so dust absorbs/scatters blue light so the star is weakened in blue and appears more red
55
Dark nebulae
from extinction
56
Emission nebulae
appear red, ionized hydrogen regions
57
Reflection nebulae
appear blue, from scattered blue light
58
21-centimeter radiation
detecting the ISM through radio emission