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A105 Stars and Galaxies
News Quiz TodayJewelbox homework due Thursday
Today’s APOD
Announcements…• Kirkwood Obs. open Weds night
8:30-10:30 PM• Rooftop Sessions, Oct. 10 & 11,
9:00 PM• Remote Obs Oct. 14 @ 10 PM
and Oct. 16 @ 7 AM
The Sun Today• Image credit: Solar
Orbiting Heliospheric Observatory/MDI
Not very interestingtoday!
Stars
Basic Properties of Stars distance brightness diameters
The Hertzsprung-Russell Diagram
The Brightness of Stars
• Apparent brightness – how bright does it look in the sky?
• Absolute brightness – how bright is it really??
• The apparent brightness depends on both a star’s distance and its intrinsic brightness
The Inverse Square Law tells us how a star’s apparent brightness changes with distance• Brightness decreases
as distance squared– something twice as far
away will be four times fainter
– something 10 times further away will be 100 times fainter
– something 1000 times further away will be a million times fainter
How Far Away Are Stars?If we know a star’s apparent AND absolute brightness, we can calculate its distance
The inverse square law describes how the brightness of a source light (a star!) diminishes with distance
But how do we get the distances to stars whose brightness we DON’T know?
brightness changes as 1/distance2
Measuring the distances to stars using
Parallax
Measuring the distances of stars
Parallax : apparent change in the position of an object due to a change in the position of the observerStellar parallax uses the Earth’s orbit as the baseline
Parallax
Parsec: the distance to an object with a stellar parallax of one arc second
The parallax of Alpha Centauri = 0.76 arcseconds
A parallax of ~0.001 arc secondsis the smallest we can measure
What is a Parsec???
1 parsec = 3.26 light years
A star at a distance of 1 parsec showsa parallax of 1 arc second How big is one
arc second?
The size of adime at adistance of2.3 miles!
How Big Are Stars?We can’t see the stars’diameters through a telescope.Stars are so far away that wesee them just as points of light.
If we know a star’s temperature and its luminosity, we can calculate its diameter.
How do we determine a star’stemperature?
Luminosity depends on….
TEMPERATURE -the hotter a star is,the brighter it is.
DIAMETER –the bigger a star is,the brighter it is.
Stars range in size from about the size of the Earth to hundreds of times the Sun’s diameter
Magnitudes
• Astronomers use “magnitudes” to describe how bright stars are
• Small numbers are brighter, large numbers fainter.
• The brightest naked-eye stars are around magnitude zero.
• The faintest naked-eye stars are around magnitude six
• 5 magnitudes are a factor of 100 in brightness (a 6th magnitude star is 100 times fainter than a 1st magnitude star)
Stars come in many sizes and colors
But only certain
sizes and colors are allowed!
HR Diagram Simulator
Key Ideas – The HR Diagram
• The intrinsic brightness or luminosity of stars depends on temperature and radius• if two stars have the same radius, the hotter
one is brighter• if two stars have the same temperature, the
bigger one is brighter
• The Hertzsprung-Russell Diagram• relates the temperature and brightness of
stars
The Main Sequence
The sun is an
ordinary, yellow main
sequence star
BR
IGH
TN
ESS
TEMPERATURE
Giants and Supergiants are cooler and very largeB
RIG
HTN
ESS
TEMPERATURE
Supergiants
Giants
White dwarfs are small and
hotter
Most stars occur in these main groups in the luminosity-
temperature diagram
Main Sequence Giants Supergiants White Dwarfs
BR
IGH
TN
ESS
TEMPERATURE
Quiz: Which star is the biggest?
A B C D
BR
IGH
TN
ESS
TEMPERATURE
Quiz: Which star is the smallest?
A B C D
BR
IGH
TN
ESS
TEMPERATURE
The Nearest and the Brightest
Goal: – to learn about types of stars– to explore the stars near the Sun and
compare them to the stars we see in the sky
Task:– plot a Hertzsprung-Russell diagram including
both the nearest stars and the brightest stars in the northern sky
Familiar Stars
1000 ly
A little farther out
The Brightest
Stars in the Sky
(no need to copy these down!)
StarDistance
(LY)Temperature
(K)Absolute
Magnitude
Sun 0.000015 5800 4.8
Sirius 9 9600 1.4
Canopus 232 7600 -2.5
Alpha Cen A 4 5800 4.4
Arcturus 37 4700 0.2
Vega 25 9900 0.6
Capella 42 5700 0.4
Rigel 773 11000 -8.1
Procyon 11 6600 2.6
Achernar 144 22000 -1.3
Betelgeuse 427 3300 -7.2
Hadar 335 25000 -4.4
Acrux 321 26000 -4.6
Altair 17 8100 2.3
Aldebaran 65 4100 -0.3
Antares 604 3300 -5.2
Spica 263 2600 -3.2
Pollux 34 4900 0.7
Plot Absolute Magnitude vs. Temperature
Hertzsprung Russell Diagram - Brightest Stars
-10
-5
0
5
10
15
20
050001000015000200002500030000Temperature (K)
Ab
so
lute
Ma
gn
itu
de
The Nearest Stars
The Nearest Stars
StarDistance
(LY) TemperatureAbsolute
Magnitude
Prox Cen 4 2800 15.53
Alp Cen A 4 5800 4.4
Alp Cen B 4 4900 5.72
Barnard’s 6 2800 13.23
Wolf 359 7.5 2700 16.57
Lal 21185 8 3300 10.46
Sirius A 9 9900 1.45
Sirius B 9 12000 11.34
Luyten 726-8A 9 2700 15.42
UV Ceti 9 2600 15.38
Ross 154 10 3000 13.14
Adding the
Nearest Stars to the HR
Diagram
Hertzsprung Russell Diagram
-10
-5
0
5
10
15
20
050001000015000200002500030000Temperature (K)
Ab
so
lute
Ma
gn
itu
de
The HRDiagram
Hertzsprung Russell Diagram
-10
-5
0
5
10
15
20
050001000015000200002500030000Temperature (K)
Ab
so
lute
Ma
gn
itu
de
Giants andSupergian
ts
White Dwarf
MainSequence
Key Ideas – Stellar Census
• Comparison of Main Sequence, Giant, and White Dwarf Stars
• The Family of Stars • What are the most/least common kinds
of stars?
• Why are red dwarfs so common?
The brightness of a star depends on distance, luminosity, and
temperature
Most luminous stars:
106 LSun
Least luminous stars:
10-4 LSun
(LSun is luminosity of Sun)
Most massive stars:
100 MSun
Least massive stars:
0.08 MSun
(MSun is the mass of the Sun)
Main-Sequence Star Summary
High Mass:
High Luminosity Short-Lived Large Radius Blue
Low Mass:
Low Luminosity Long-Lived Small Radius Red
Stellar Properties Review Luminosity: from brightness and distance
10-4 LSun - 106 LSun
Temperature: from color and spectrum
3,000 K - 50,000 K
Mass: from binary-star orbits
0.08 MSun - 100 MSun
Constructing an HR Diagram
0
5
10
15
-0.5 0 0.5 1 1.5 2B-V Color
Ap
par
ent
Mag
nit
ud
e
What’s this B-V color?
• Astronomers measure the brightness of stars in different colors– Brightness measured in blue light is called “B” (for
“Blue”)– Brightness measured in yellow light is called “V” (for
“Visual)
• Astronomers quantify the “color” of a star by using the difference in brightness between the brightness in the B and V spectral regions
• The B-V color is related to the slope of the spectrum
The slope of the spectrum is different at different temperatures
Homework #7 Due THURS. Events this week
Rooftop Oct 10 & 11 Kirkwood Open Night Oct. 11 Remote Observing Oct 14 & 16