LDS 1 - Stars & Stellar Structure Flashcards
The surface temperature of the sun is approximately
6,000 K
On the main sequence stars are powered by nuclear reactions termed ______ burning
hydrogen
The brightest star in the night sky is
Sirius
Which type of binary star can also be described as a photometric binary?
Eclipsing
What units are normally used to describe proper motion?
A. Arc seconds
B. Light years
C. Kilometres per hour
D. Seconds
A. Arc seconds
Which star has the greatest observed proper motion?
A. Proxima Centauri
B. Barnard’s Star
C. Betelgeuse
D. Epsilon Eridani
B. Barnard’s Star
What is the name given to the process by which elements are formed in stars?
Stellar nucleosynthesis
Which element is the most abundant in the universe?
Hydrogen
Which element is the second most abundant in our universe?
Helium
Which of the following correctly lists the spectral stellar classes in order of descending temperature?
A. OBAGFKM
B. OBAFGKM
C. OBAKMGF
D. OBAMFGK
B. OBAFGKM
blue –> red
large –> small size
high –> low temp
large –> small mass
The sun’s visible surface is called the
photosphere
Before it reaches us light from the sun has been travelling for about
8 minutes
A first magnitude star is _________ than a second magnitude star.
brighter
The absolute magnitude of a star is the magnitude it would have if it was at a distance of
A. 1 AU
B. 1 parsec
C. 10 parsecs
D. 100 parsecs
C. 10 parsecs
Which star has the greatest observed proper motion?
A. Proxima Centauri
B. Barnard’s Star
C. Betelgeuse
D. Epsilon Eridani
B. Barnard’s Star
The amount of solar energy reaching the surface of the Earth’s atmosphere is known as the solar
constant. What is this?
1400 Wm-2 (watt per square metre )
Which process allows for the building up of elements heavier than iron?
Neutron capture
Star A has magnitude 4.5. Star B has magnitude 2.5. How much brighter is star B than star A?
about 6.25 times brighter
A star has a parallax of 0.125”. How far away is it?
8 parsecs
Star A and star B are identical in all respects except star B is 10 times further away from us. How would
their apparent magnitudes mA and mB compare?
A. they would have the same apparent magnitude, mA = mB
B. A would have the smaller magnitude with mB - mA = 5
C. B would have the smaller magnitude with mA – mB = 5
D. A would have the smaller magnitude with mB - mA = 100
B. A would have the smaller magnitude with mB - mA = 5
The phrase “proper motion” means
a star’s motion across the sky due to its physical movement through space
A star whose absolute magnitude is 2.0 is at a distance of 10 parsecs. What would its apparent magnitude
be?
2.0
To the eye, a star of spectral type M would most likely appear
A. white
B. blue
C. red
D. green
C. red
A star is a Main Sequence star while energy is generated in its core by which of the following?
A. alpha capture reactions
B. fusion of helium to carbon
C. fusion of hydrogen to helium
D. gravitational contraction
C. fusion of hydrogen to helium
How do we know that a spectroscopic binary star is in fact a binary star?
from Doppler shifts of spectrum lines
A Main Sequence star of spectral type M would have
A. an outer convection zone
B. a convective core
C. an outer convection zone AND a convective core
D. none of the above
A. an outer convection zone
s-process nuclear reactions build up heavier nuclei by
absorption of neutrons until the nucleus becomes unstable
Write a couple of sentences in each case to explain how we know the following:
(i) the distance to another star (3)
(ii) the surface temperature of another star (3)
(iii) the luminosity of another star (3)
(i) Earth’s annual motion around the Sun means that stars appear to trace out a parallactic circle in the course of the year (1). Since we know the Astronomical Unit (1), if we measure the angular size of the parallactic circle we can deduce the distance to the star, as an exercise in triangulation (1), with conclusion: If the parallax P of the star is measured in arc seconds, the distance in parsecs is 1/P.
(possibly with a diagram)
(ii) Stars are approximately black bodies (1). The distribution of black body radiation over wavelength depends only on the temperature of a black body so some observed quantity reflecting this distribution yields an estimate of surface temperature (1). A measurement of the wavelength of peak intensity, for instance, yields an estimate of
temperature through Wien’s Displacement Law, lmaxT = const (1). Alternatively a Colour Index, the difference between the magnitudes of the star measured with two standard filters in place (e.g. B-V) may be converted e.g. via standard tables to give an estimate of temperature. (alternative 1)
(iii) The apparent magnitude of a star tells us the rate at which we receive radiation from it, in Watts per square metre (1). If we know its distance d, from a measurement of parallax (1), then we can scale up from the radiation passing through one square metre at Earth, to the total that has passed through all of a sphere of surface area 4πd2 (1).
Equivalently, we appeal to the inverse square law and the radiation measured from a body of known power at known distance, to deduce the luminosity of the star at a different, known distance.
Which two quantities are used as the axes of the Hertzsprung-Russell Diagram?
temperature on the x-axis, luminosity on the y-axis
Briefly describe the three stages of the proton-proton chain that underpins nuclear fusion in solar
mass stars. (3)
p + p ➝ d + ν + e^+ (1)
d + p ➝ 3^He + γ (1)
3^He + 3^He ➝ 4^He + p + p (1)
Above 1.3M⊙ the proton-proton chain is no longer the dominant process by which stars sustain
nuclear fusion. What is? (1)
The CNO (Carbon-Nitrogen-Oxygen) cycle
What is the common outcome of both of these two processes (e proton-proton chain/nuclear fusion) in terms of the element generated? (1)
Four protons are fused together to create one Helium nucleus (alpha particle)