Astrophysics Flashcards

(37 cards)

1
Q

Lens formula

A

1/u + 1/v = 1/f

u = distance of object from centre of lens
v = distance of image from centre of lens
f = focal length of a thin lens

If diverging: f and v is negative

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2
Q

When is a virtual image produced

A

When the object is closer than the focus point

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3
Q

AU

A

Mean orbital radius of the earth around the sun

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4
Q

Parsec

A

Distance to a star which subtends an angle of 1 arcsecond to the line from the centre of the Earth to the centre of the Sun.

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5
Q

1 arc second

A

4.85x10^-6 radians

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6
Q

Parallax angle

A

Parsecs = 1/parallax angle in arc seconds

Parallax method acceptable up to 100pc

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7
Q

What unit of distance is used for the absolute magnitude equation

A

m - M = 5log(d/10) uses parsecs

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8
Q

Where is our sun in the Hertzsprung-Russel diagram

A

Absolute magnitude 5
Temperature just over 5000 / right side of class G

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9
Q

Visible spectral classes

A

O: 50-25 Strong: He+, He. Weak: H
B: 25-11 Strong: He, H
A: 11-7.5 Strongest H lines weak: metal ion
F: 7.5-6 Strong: metal ions
G: 6-5 metal ion and metal atom
K: 5-3.5 Mostly neutral metal atoms
M: less than 3.5 Neutral atoms and compounds like TiO

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10
Q

Luminosity and intensity

A

Luminosity= power output of a star
Intensity = power of radiation/area

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11
Q

Aperture

A

Diameter of objective lens / mirror

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12
Q

Difference and similarities in telescopes that pick up different wavelengths

A

Optical telescopes are similar to infrared UV and radio, however instead of an eyepiece lens a CCD is used and an Ariel for radio. These 3 telescopes a cassegrain reflecting telescope is often used.
X-ray telescopes are usually in space due to the atmosphere preventing the majority of X-radiation reaching the Earths surface. They are very penetrating and not easily reflected off metal surfaces , some reflected and some transmitted. Iridium is used and they are reflected off a series of mirrors at a very shallow angle and focus some 10m away. Due to their short wavelength the telescopes can have a small diameter and still produce well resolved images.

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13
Q

Infrared and UV telescope

A

Due to atmosphere UV telescopes usually orbit around Earth, some infrared penetrates through, so possible to have on top of mountains, others orbit the Earth to detect all infrared.
Due to being on either end of the wavelength spectrum their collecting powers are similar to optical as diameter similar, however due to UV’s smaller wavelength it has a better resolving power at same diameter. This is opposite for infrared.

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14
Q

Radio telescope

A

Their mirrors/dishes are very large due to larger wavelengths, meaning collecting power is very high.
They are built so big due to ∅ ≈ lambda/diameter and therefore able to resolve to close radio sources

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15
Q

Compare reflecting Vs refracting telescope

A

Reflecting pros:
•tend to be cheaper
•Easier to make concave mirror of large diameter than lens
•No chromatic abberation
•Easier to reduce spherical abberation
•Possible to make them with larger diameters as a lens with diameter of over 1m begins to sag under its own weight.

Refracting pros:
•Less maintenance is required, mirror in reflecting is exposed to air and therefore may need recoating..
•Secondary mirror in refracting may block light

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16
Q

Construction of ray diagram

A

1) ray parallel to the principal axis is refracted so that it passes through the focal point
2) a ray that passes through the optical centre of the lens is undeviated
3) a ray that passes through the focal point is refracted so it travels parallel to the principal axis

17
Q

When comparing telescopes mention…

A

Magnifying power M = fo/fe = beta/alpha
Resolving power = ∅ = lambda/d
Collecting power = D1^2/D2^2

18
Q

Rayleigh Criterion

A

The minimum subtended angle between two objects
whose (images) can be resolved. ✔1
(Minimum angle is when) the central maximum of (the diffraction pattern of light
from) one object coincides with the first minimum of (the diffraction pattern) of
the second object. ✔2

19
Q

What to compare when comparing stars

A

Colour (temp)
Brightness (magnitude)
Power

20
Q

What happens at less than and more than 1.4 solar masses of a red super giant
What if the supernova mass is less than or more than 3 solar masses

A

White dwarf
Supernova
Neutron star
Black hole

21
Q

Electron degeneracy pressure

A

When the core has shrunk to about Earth-size electrons exert enough pressure to stop it collapsing
(White dwarfs)

22
Q

Absolute magnitude of a supernova at its peak

A

-19.3 +/- 0.3

23
Q

When mentioning balmer lines remember to say whether weak or strong

24
Q

The defining characteristics of a supernova

A

Rapid, massive increase in brightness

25
What type of supernova has hydrogen balmer lines
Type 2 supernova
26
How is a type 1a (a subset of type 1) supernova formed
When a white dwarf core absorbs matter from a nearby binary partner
27
Pulsing neutron stars are called...
Pulsars due to them spinning fast and emitting radio waves
28
Doppler effect definition
The apparent change in the frequency/wavelength of a wave due to the relative motion of the source and the absorber
29
Exoplanet def
A planet found outside our Solar System, in orbit around another star
30
Why is it hard to find exoplanets?
Light from the host star is much brighter than the reflected light from the planet They subtend extremely small angles compared to the resolution of telescopes
31
Radial velocity method/Doppler shift effect
As a planet orbits its host star, they both orbit around a common centre of mass During the orbit, the star will move slightly towards, or away from the Earth as the planet moves to different positions in the orbit The line spectrum of the star will show blueshift when it moves towards the Earth, then redshift when it moves away
32
How to determine the orbital period of an exoplanet using the radial velocity method
This causes very small, but measurable, periodic shifts in the wavelength of the light received from the star The time period of the planet’s orbit is equal to the time period of the Doppler shift
33
Light Curve using the Transit Method
The dip in brightness can be used to determine the size of the planet The duration of the dip can be used to determine the orbital period of the planet
34
Transit method limitations
The accuracy can be reduced if the Earth, planet and star are not aligned in the same plane Only planets with a short orbital period can be detected
35
Radial velocity limitation
Low-mass, or Earth-like, planets do not cause as much 'wobble' as high-mass planets since they have a greater gravitational pull on the star
36
Quasar
The quasar features a black hole surrounded by an accretion disk and emits jets of radiation As matter falls into the black hole, jets of radiation are emitted from the poles The equivalent of 100 solar masses of matter can fall into a quasar each year The gravitational potential energy of infalling matter is transferred to electromagnetic radiation Now it is known that quasars are strong emitters of all wavelengths, not just radio waves
37
Quasar characteristics
Extremely luminous star-like sources of radiation with very high redshifts Quasars are thought to be some of the most disttant measurable objects in the known universe This is evidenced by the extremely large redshifts they show