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Structure of the Universe Astronomy 315 Professor Lee Carkner Lecture 23.

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Presentation on theme: "Structure of the Universe Astronomy 315 Professor Lee Carkner Lecture 23."— Presentation transcript:

1 Structure of the Universe Astronomy 315 Professor Lee Carkner Lecture 23

2 Quiz #3  On Friday  Same format as Quiz 1 and 2  Covers lectures 16-23  Bring pencil and calculator

3 The Universe   Everything was the same distance from the earth   We have no depth perception when viewing the universe  We have to somehow find the distance to celestial objects to understand the true nature of the universe

4 Early Model of the Universe

5 The Distance Ladder   We use many methods, each building on the other   Each method takes us one step further away, out to the limits of our observations

6 Steps on the Distance Ladder  Parallax:   Spectroscopic Parallax:   Cepheid Period/Luminosity Relationship:   Supernova Standard Candle:   Redshift:  out to limits of observation

7 Parallax  As we have seen parallax is the apparent motion of a star as you look at it from two different points of view    From space with the Hipparcos satellite

8 Standard Candle  A common way to find distance is to use a standard candle   We can get a value for the intrinsic brightness or luminosity (L) in joules/second   We can then find the distance from:  i.e., the closer the object, the greater flux we will will measure for a given luminosity

9 Spectroscopic Parallax  We can use spectroscopy to get the spectral type of the star   We can then estimate its luminosity from the spectral type    We know how bright a star should be and then we compare to see how bright the star is

10 Find spectral type Read off luminosity from main sequence

11 Cepheid Period-Luminosity Relationship  Cepheids are bright pulsating variable stars   There is a direct relationship between period and luminosity   Again, we can get the distance from the luminosity and flux (flux measured directly)

12 Variation in Cepheid Properties

13 P-L Relation for Cepheids

14 Supernova Standard Candles  Type Ia supernovae are not exploding massive stars, but rather a white dwarf that accretes mass from a companion until it exceeds the Chandrasekhar limit (1.4 M sun )   All type Ia supernova have the same absolute magnitude are are very bright 

15 Distant Supernova

16 Distance Indicator Limitations   Parallax -- Motion has to be large enough to resolve   Spectroscopic Parallax -- Have to be able to resolve star and it must be bright enough to get a spectrum 

17 Standard Candle Problems  Cepheids and supernova have to be bright enough to see  Can see supernova further than Cepheids   Largest source of error is extinction along the line of sight 

18 Red Shift  The spectral lines from distant galaxies are greatly shifted towards longer wavelengths   The degree to which the lines are shifted is represented by z   We can find the velocity with the Doppler formula:

19 The Hubble Flow  Spectra of all distant galaxies are red shifted  This means that everything in the universe is moving away from everything else    The Hubble flow velocity is related to the object’s distance

20 The Hubble Law   Larger distance, larger velocity  The two are related by the Hubble Constant H, through the Hubble law:  We can always get V from the red shift, so if we know d or H we can find the other

21 The Hubble Constant  The Hubble constant is found by plotting velocity versus distance and finding the slope   Use the distance ladder methods   Megaparsec is one million parsecs  Our best determination for H is about 71 km/s/Mpc

22 The Hubble Law

23 Look Back Time  Light is the fastest thing in the universe, but its speed is finite c = 3 X 10 8 m/s   For other galaxies we can see things as they were billions of years ago, when the universe was young 

24 Using the Distance Ladder  We can use the distance ladder to map the structure of the universe  Parallax and Spectroscopic Parallax   Cepheid variables   Supernova 

25 Local Neighborhood   We are surrounded by near-by, smaller companion galaxies   These companions are a few hundred thousand light years away  Companions tend to be dwarf ellipticals

26 Local Group   The local group extends out over several million light years   Most other galaxies are small companions to these two

27 The Local Group

28 Beyond the Local Group  If we photograph the sky, we clearly see places where galaxies are grouped together   Clusters tend to be millions of light years across and 10’s of millions of light years apart   Supercluster size ~ 100 million light years

29 Large Scale Structure

30 The Virgo Cluster  One of the nearest clusters is the Virgo cluster   15 Mpc or 50 million light years away   Local group is a poor cluster, Virgo is a rich one

31 The Virgo Cluster

32 Hubble Deep Field

33 The Distant Universe  It is hard to see into the distant universe   We can see powerful things like quasars   Can see back to when the universe was only 1 billion years old  See things that may be protogalaxies

34 Next Time  Quiz #3  Read Chapter 27.1-27.5 for Monday


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