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Galaxies and the Foundation of Modern Cosmology

Galaxies and the Foundation of Modern Cosmology. Islands of Stars. Our goals for learning : How are the lives of galaxies connected with the history of the universe? What are the three major types of galaxies? How are galaxies grouped together?.

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Galaxies and the Foundation of Modern Cosmology

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  1. Galaxies and the Foundation of Modern Cosmology

  2. Islands of Stars Our goals for learning: • How are the lives of galaxies connected with the history of the universe? • What are the three major types of galaxies? • How are galaxies grouped together? Recall: The Sun is only one star among well over 100 billion stars in our own galaxy, the Milky Way, which has the form of a highly flattened “disk” of stars some 100,000 light-years in diameter. Galaxies are the “building blocks” of the Universe.

  3. How are the lives of galaxies connected with the history of the universe? • Our deepest images of the universe show a great variety of galaxies, some of them billions of light-years away This is the Hubble Deep Field, a small, apparently blank, piece of sky near the Big Dipper and well out of the Galactic Plane. Hubble Space Telescope image Big Dipper

  4. Galaxies and Cosmology • A galaxy’s age, its distance, and the age of the universe are all closely related • The study of galaxies is thus intimately connected with cosmology—the study of the structure and evolution of the universe

  5. What are the three major types of galaxies? Hubble Ultra Deep Field

  6. Hubble Ultra Deep Field

  7. Hubble Ultra Deep Field Insert image, filename: HUDF_Anno6.jpg Make sure to place text box on top Of image so that it appears on the slide.

  8. SPIRAL GALAXY

  9. Disk Component: stars of all ages, many gas clouds Another view of a spiral galaxy Spheroidal Component: bulge & halo, old stars, few gas clouds

  10. Disk Component: stars of all ages, many gas clouds Spheroidal Component: bulge & halo, old stars, few gas clouds

  11. Thought Question Why does ongoing star formation lead to a blue-white appearance? A. There aren’t any red or yellow stars B. Short-lived blue stars outshine others C. Gas in the disk scatters blue light

  12. Thought Question Why does ongoing star formation lead to a blue-white appearance? A. There aren’t any red or yellow stars B. Short-lived blue stars outshine others C. Gas in the disk scatters blue light

  13. Barred Spiral Galaxy: Has a bar of stars across the bulge

  14. Lenticular Galaxy: Has a disk like a spiral galaxy but much less dusty gas (intermediate between spiral and elliptical)

  15. Elliptical Galaxy: All spheroidal component, virtually no disk component Red-yellow color indicates older star population

  16. Irregular Galaxy Blue-white color indicates ongoing star formation

  17. Edwin Hubble’s galaxy classes Disk Dominates Spheroid Dominates

  18. How are galaxies grouped together? Spiral galaxies are often found in groups of galaxies (up to a few dozen galaxies)

  19. Elliptical galaxies are much more common in huge clusters of galaxies (hundreds to thousands of galaxies)

  20. What have we learned? • How are the lives of galaxies connected with the history of the universe? • Galaxies generally formed when the universe was young and have aged along with the universe • What are the three major types of galaxies? • Spiral galaxies, elliptical galaxies, and irregular galaxies • Spirals have both disk and spheroidal components; ellipticals have no disk

  21. What have we learned? • How are galaxies grouped together? • Spiral galaxies tend to collect into groups of up to a few dozen galaxies • Elliptical galaxies are more common in large clusters containing hundreds to thousands of galaxies

  22. Measuring Galactic Distances Our goals for learning: • How do we measure the distances to galaxies?

  23. Recall: Brightness alone does not provide enough information to measure distance. We must know the luminosity (power output) of the object.

  24. Distances to astronomical objects can be determined using a series of over-lapping steps in what is called the DISTANCE LADDER. Step 1 Determine size of solar system using radar.

  25. p d d = 1/p Step 2 Determine distances of stars out to a few hundred light-years using parallax (trigonometry) Distance in parsecs = 1/parallax angle in seconds of arc; 1pc = 3.26 ly

  26. Relationship between apparent brightness and luminosity depends on distance: Luminosity Brightness = 4π (distance)2 We can determine a star’s distance if we know its luminosity and can measure its apparent brightness: Luminosity Distance = 4π x Brightness A standard candle is an object whose luminosity we can determine without measuring its distance

  27. Step 3 The apparent brightness of a star cluster’s Main Sequence tells us its distance

  28. Then, knowing a star cluster’s distance, we can determine the luminosity of each type of star within it.

  29. Cepheid variable stars: are very luminous and can therefore be seen over great distances These stars are excellent standard candles because of a relationship between their average luminosity and their period of variation, thus …

  30. Step 4 Observe the variations in apparent magnitude of a Cepheid-type star and find its period. Read off the luminosity corresponding to this period. Calculate the distance. Cepheid variable stars with longer periods have greater luminosities. Edwin Hubble found Cepheid’s beyond the Milky Way in nearby galaxies. The Hubble Space Telescope Key Project extended this to even more distant galaxies.

  31. White-dwarf supernovae can also be used as standard candles. Incredibly luminous! Implies very large distances These supernovae occur when a white dwarf in a binary system reaches the 1.4 MSun limit – same mass for all, same Luminosity.

  32. Step 5 Apparent brightness of white-dwarf supernova tells us the distance to its host galaxy. This technique works for up to 10 billion light-years!

  33. Tully-Fisher Relation Entire galaxies can also be used as standard candles because galaxy luminosity is related to rotation speed

  34. THE DISTANCE LADDER We measure galaxy distances using a chain of interdependent techniques

  35. What have we learned? • How do we measure the distances to galaxies? • The distance-measurement chain begins with parallax measurements that build on radar ranging in our solar system • Using parallax and the relationship between luminosity, distance, and brightness, we can calibrate a series of standard candles • We can measure distances greater than 10 billion light years using white dwarf supernovae as standard candles

  36. Hubble’s Law Our goals for learning: • How did Hubble prove that galaxies lie far beyond the Milky Way? • What is Hubble’s Law? • How do distance measurements tell us the age of the universe? • How does the universe’s expansion affect our distance measurements?

  37. How did Hubble prove that galaxies lie far beyond the Milky Way? The Puzzle of “Spiral Nebulae” • Before Edwin Hubble, some scientists argued that “spiral nebulae” were entire galaxies like our Milky Way, while others maintained they were smaller collections of stars within the Milky Way • Hubble settled the debate by measuring the distance to the Andromeda Galaxy (M31) using Cepheid variables as standard candles; ~2.5 million light-years

  38. The spectral features of all galaxies beyond the Local Group are redshifted  they are all moving away from us!

  39. Hubble’s Law: By measuring distances to galaxies, Edwin Hubble found that redshift (the amount by which spectral lines were shifted) and distance are related in a special way. The redshift gives a velocity.

  40. Using galaxies of known distance (from Cepheid Variables) one gets the slope of the line (H-naught) , known as Hubble’s constant. Hubble’s Law: velocity = H0 x distance

  41. Inverting Hubble’s Law For an unknown distance, the spectrum redshift of a galaxy tells us its distance through Hubble’s Law: distance = velocity H0 Distances of farthest galaxies are measured from redshifts

  42. How do distance measurements tell us the age of the universe? The more distant a galaxy, the faster it is receding from us. Hubble interpreted this as evidence for expansion of the universe.

  43. Thought Question Your friend leaves your house. She later calls you on her cell phone, saying that she’s been driving at 60 miles an hour directly away from you the whole time and is now 60 miles away. How long has she been gone? A. 1 minute B. 30 minutes C. 60 minutes D. 120 minutes

  44. Thought Question Your friend leaves your house. She later calls you on her cell phone, saying that she’s been driving at 60 miles an hour directly away from you the whole time and is now 60 miles away. How long has she been gone? A. 1 minute B. 30 minutes C. 60 minutes D. 120 minutes

  45. Interpreting the Hubble Law Does the fact that all galaxies are receding from us mean that we are at the center of an explosion? Hubble’s law tells us that the Universe is expanding and that it has no center and no edge (as far as we can tell).

  46. Fixed size dots on the surface of a balloon. Dots are galaxies held together by gravity. ANALOGY FOR THE EXPANSION OF THE UNIVERSE One example of something that expands but has no center or edge is the surface of a balloon.

  47. Cosmological Principle The universe looks about the same no matter where you are within it • Matter is evenly distributed on very large scales in the universe • No center & no edges • Not proved but consistent with all observations to date

  48. Thought Question Your observe a galaxy moving away from you at 0.1 light-years per year, and it is now 1.4 billion light-years away from you. How long has it taken to get there? A. 1 million years B. 14 million years C. 10 billion years D. 14 billion years

  49. Thought Question Your observe a galaxy moving away from you at 0.1 light-years per year, and it is now 1.4 billion light-years away from you. How long has it taken to get there? A. 1 million years B. 14 million years C. 10 billion years D. 14 billion years (t = D/V = 1.4 billion ly divided by 0.1 ly per yr)

  50. Hubble’s constant tells us age of universe because it relates velocities and distances of all galaxies Age = ~ 1 / H0 Distance Velocity

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