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Astronomy 105 Laboratory. Lab 10. Lab Quiz 10. Stars within a cluster have certain properties in common. Which one of the following is not a common property?. distance age color chemical composition. The age of a star cluster is determined from the ______.
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Astronomy 105 Laboratory Lab 10
Stars within a cluster have certain properties in common. Which one of the following is not a common property? • distance • age • color • chemical composition
The age of a star cluster is determined from the ______. • mass of the brightest giant star • main-sequence turnoff point • mass of the coolest main-sequence star in the cluster • reddest stars in the cluster
How does interstellar dust affect the distance measurements to stars? • it makes them appear cooler • it makes them appear hotter • it makes them appear farther away than they actually are • it make them appear closer than they actually are
Edwin Hubble discovered most galaxies show a redshift in their spectra. This indicates the galaxies are • stationary in space relative to the Milky Way. • moving away from the Milky Way. • moving toward the Milky Way. • cooler than Milky Way. • warmer than the Milky Way.
The most distant galaxies have the ________ redshifts. • smallest • largest
Lab 10 Hubble’s Law
Edwin Hubble(1889-1953) • Measured distances to nearby galaxies using Cepheid variables • Galaxies are islands of stars • Developed a classification scheme for galaxies. • Discovered the Expansion of the Universe • Space telescope named after him!
Hubble’s Law • Hubble Measured distances to nearby galaxies using Cepheid variables • Other astronomers measured galaxy velocities (redshifts) Hubble Diagram Redshifts
10 Mpc 20 Mpc 30 Mpc 40 Mpc Milky Way A C B 1400 2800 700 V = 0 700 1400 2100 km/sec Alien’s Galaxy 40 Mpc 30 Mpc 20 Mpc 10 Mpc 10 Mpc 20 Mpc Milky Way A C B 2800 1400 2100 700 V = 0 700 1400 km/sec Recessional Velocity is Proportional to Distance The Universe is Expanding!!
Hubble’s Law Hubble Diagram Equation of a Straight Line y = mx + b y - recessional velocity(v) x - distance(d) m = slope = Hubble’s Constant (Ho) Hubble’s Law v = Ho d
Finding a Galaxy’s Distance Hubble’s Law Hubble Diagram v = Ho d d = v / Ho To Find Distance: Measure recessional velocity (red shift) 132 Mpc
Estimating the Age of the Universe 60 mph, 120 mi 60 mph, 120 mi Milky Way M100 t = 0 t = present Hubble’s Law v = Ho d
Example: Ho = 60 km/s/Mpc conversion conversion t = 17 billion years
Sample Galaxies • Distance • images • Recessional Velocity • spectra
49.4 mm d = 15.6 Mpc S Measure to nearest 0.5 mm 1.0 mm Measuring Distance • Elliptical galaxies - same physical size (0.032 Mpc) • Virgo – known distance of 15.6 Mpc • Distances inversely proportional to angular size
H line 388.8 nm 501.5 nm 112.7 nm x λobs = 388.8 nm + (112.7 nm) c (λobs – λo) L v = λo Measuring Recessional Velocity L – measure distance (mm) between the 388.8 nm and the 501.5 nm emission lines x – measure distance (mm) between the 388.8 nm line and the H line λo = 396.8 nm (laboratory wavelength of the H line) Recessional Velocity Observed Wavelength of H Line
Hubble Diagram v = Ho x d Hubble Diagram x Procedure - plot data x - draw best fit line rise - find slope (Ho) x slope = rise/run x run x