Download Hot-plate model of stars March 14 − Observed properties of stars

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Transcript
Observed properties of stars
Hot-plate model of stars−March 14
•
•
Test 2 will be “unhidden” on
loncapa.msu.edu before end of
day.
Public viewing sessions at MSU
campus observatory.
•
•
•
Hot-plate model of a star
Hertzsprung-Russell Diagram
Dwarfs, giants, & white dwarfs
– Fri & Sat, 9-11pm, if it is not
cloudy.
• Mar 18 & 19
• Apr 15 & 16
• May 13 & 14
– 24-inch telescope in dome
– small telescopes outside
•
Same questions: 100% on hwk,
25% on test. How should
homework be changed to make
it more useful?
•
Mass
• Measured in kg or M¤
• 0.08-30 M¤
•
Surface temperature
• 5800K for sun
• 3000 K for cool star
•
Luminosity is amount of energy
the star produces in a second
• Watts=Joules/s or L¤
• 40,000L¤ for Betelgeuse
•
Flux or apparent brightness is
amount of energy received from
the star by a detector in a
second.
•
Composition: abundances of
elements.
– Study guide.
– Write explanation for hwk.
– If wording in unclear on test
question, ask during test.
• Depends on distance
Orion constellation
http://lithops.as.arizona.edu/~jill/EPO/Posters/Orion/protoplanets.html
Finding luminosity from flux
•
We measure flux incident on
detector on Earth
•
•
We want to know luminosity
•
•
Energy received/unit time
/unit area
Energy produced by star/unit
time
Q1. Suppose Betelgeuse is
moved closer. S1: Its flux
increases. S2: Its luminosity
increases. Statements S1 & S2
are
a.
b.
c.
d.
TT
TF
FT
FF
Finding luminosity
from flux
[11.1]
[Fig. 11.1]
• We measure flux incident on
detector on Earth
• Energy/unit time /unit area
• We want to know luminosity
• Energy/unit time
• We need to also know the
distance D
• For nearby stars, use
method of parallax. (Read
about parallax in 11.1)
F = L/(4πD2)
L = 4πD2 F
1
Hot-plate Model of a Star
•
• Temperature
• Area
A star is a really hot and really
big hot plate.
Ingredients
•
•
•
•
•
•
•
Spectral class is a proxy for
temperature
OBAFGKM. O is hottest
Q3 Sirius A & Sirius B
(companion of Sirius A) have
about the same temperature.
How can Sirius B be 10,000
times fainter?
a. Sirius B is 100 times farther
away.
b. Sirius B is 100 times smaller
c. Sirius A took away the mass
d. Sirius A took away the light
•
10-4
A
F
G
Spectral class
25,000 10,000
6000
ç Temperature (K)
K
M
•
H-R plotted luminosity
vs. surface temperature
(1905) & discovered a
surprise.
Sirius A is slightly larger
than the sun. Sirius B is
100 times smaller. The
same size as the Earth!
Stars come in 3 sizes.
•
3000
[see Fig. 11.10]
NNN
NND
NDN
DNN
Hertzsprung-Russell (H-R) Diagram [p. 292]
1
B
a.
b.
c.
d.
Flux = Radius2 Temp4 / Dist2
•
O
Q2: Should T, D, & R be in
the numerator or denominator?
F = R2 T4 / D2
104
Luminosity (Lsun) è
•
•
Hot plate model for flux
NNN
NND
NDN
DNN
Hertzsprung-Russell (H-R) Diagram [p. 292]
H-R plotted luminosity vs.
surface temperature (1905) &
discovered a surprise.
Wavelength è
ç Energy
• Radius: R. Area=4π R2
• Temperature: T
• Distance: D
Q2: Should T, D, & R be in
the numerator or denominator?
Discover the model for flux.
a.
b.
c.
d.
•
A star is a really hot and really
big hot plate.
Ingredients
Wavelength è
ç Energy
• Radius: R. Area=4π R2
• Temperature: T
• Distance: D
•
A hot plate emits light as a
blackbody. The key parameters
are
•
•
Main sequence: about the
size of sun
White dwarf: size of Earth
Giants
104
Luminosity (Lsun) è
• Temperature
• Area
•
Emitted energy
per unit surface area è
A hot plate emits light as a
blackbody. The key parameters
are
Emitted energy
per unit surface area è
•
Hot-plate Model of a Star
1
10-4
O
B
A
F
G
Spectral class
25,000 10,000
6000
ç Temperature (K)
K
M
3000
[see Fig. 11.10]
2