Download Stellar Properties

Survey
yes no Was this document useful for you?
   Thank you for your participation!

* Your assessment is very important for improving the work of artificial intelligence, which forms the content of this project

Document related concepts
no text concepts found
Transcript
Stellar
Measurements
and Properties
How many stars can you see on a given night?
• 8,741 visible stars.
• But we don’t see half, due to our Hemispheric
sight. 8,741/2 = 4,370
• But that is the entire count and we only see half at
any given time on earth.
• 4,370/ 2 = 2,185
• Not yet…also limited by our technological
advancements.
• Answer about 1,500 – 2,000 depending on your
limiting factors
Limiting factors
Absolute vs. Apparent magnitude
• apparent magnitude of a celestial body is
a measure of its brightness as seen by an
observer on Earth. The brighter the object
appears, the lower the value of its
magnitude.
• absolute magnitude measures a celestial
object's true brightness from a set distance.
Luminosity
Luminosity - a measure of the total amount of
energy radiated by a star or other celestial
object per second. This is the power output
of a star.
Star
Magnitude
Logarithmic scale of
How Much Brighter
2.512 X between magnitude
than a Sixth Magnitude
Six Star Magnitude Table
levels
Star
Starting at Sixth Magnitude
1
100 Times
2.51 x 2.51 x 2.51 x 2.51 x 2.51
2
39.8 Times
2.51 x 2.51 x 2.51 x 2.51
3
15.8 Times
2.51 x 2.51 x 2.51
4
6.3 Times
2.51 x 2.51
5
2.51 Times
2.51 x
6
Photon: The smallest (quantum) unit of
light/electromagnetic energy. Photons
are regarded as particles with zero mass
and no electric charge.
d=1
B=1
d=2
B=1/4
d=3
B=1/9
Eclipsing Binary
4
Brightness
3
1
2
1
3
2
Time
4
Eclipsing Binary: Rare binarystar system that is aligned in
such a way that from Earth we
periodically observe one star
pass in front of the other,
eclipsing the other star
Cepheid Variable
• A Cepheid is usually a giant yellow star,
pulsing regularly by expanding and
contracting, resulting in a regular oscillation
of its luminosity.
• This type of star is helpful in determining
distances. A.k.a: stellar “Ruler”
Parallax
• Astronomers can measure
parallax by measuring the
position of a nearby star
with respect to more distant
stars behind it.
• Then measuring those
distances again six months
later when the Earth is on
the opposite side of its orbit.
Method of Trigonometric
Parallaxes
June
p
December
Foreground
Star
Distant Stars
D= 1 / P (where p= arc sec)
Closer stars have larger parallaxes:
Distant stars have smaller parallaxes:
Sample Stellar calculations
• Star A has a parallax angle of 0.742 arcsec.
• Star B has a parallax angle of 0.5 arcsec.
• Which star is further?
• How much further?
Bright, Brighter, Brightest
• Castor = 1.16
• Pollux = 1.58
• Which star is brighter?
• How much brighter?
H–R Diagram
Supergiants
Luminosity (Lsun)
106
104
102
Ma
in
1
Giants
Se
qu
en
ce
102
104
40,000
White Dwarfs
20,000
10,000
5,000
Temperature (K)
2,500
The Spectral Sequence
O
B
Hottest
50,000K
Bluest
A
F
G
K
M
L
Coolest
1300K
Reddest
Spectral Sequence is a Temperature Sequence
White Dwarf
Sirius B
M  1.0 Msun
R  5800 km
Crab Nebula
Remnant of Supernova in 1054 AD
Neutron Star
M=1.5 Msun
R10 km
(spaceimaging.com)
Neutron Star vs. Black Hole
Manhattan
(spaceimaging.com)
Neutron Star
M=1.5 Msun
R=10 km
Black Hole
M=1.5 Msun
RS=4.5 km
Related documents