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Stars
     Anna Quider

 Institute of Astronomy
University of Cambridge
      13 July 2009
Overview
• Introduction to stars
  – What they are
  – What we can measure
• The Hertzsprung-Russell Diagram
• Star life cycles
  – Evolution of stars across the HR diagram
It contains about 1011 stars, plus
gas and dust between the stars
(the intersellar medium)
The Sun and all the stars we can see at
night are part of the Milky Way galaxy




                           It contains about 1011 stars, plus
                           gas and dust between the stars
                           (the intersellar medium)
The Sun and all the stars we can see at
night are part of the Milky Way galaxy
The Galaxy is basically disk shaped
with a spheroidal bulge at the centre




                            It contains about 1011 stars, plus
                            gas and dust between the stars
                            (the intersellar medium)
You are here!
A very ordinary star!
What is a Star?
• In lay terms, a star is a big ball of burning gas
• More technically, a star is a body which
  satisfies two conditions:
• It is bound by self-gravity
   – Spherical due to the symmetric nature of gravity
• It radiates energy from an internal source
   – Nuclear energy released by fusion reactions in its
     interior
What is a Star?
• In lay terms, a star is a big ball of burning gas
• More technically, a star is a body which
  satisfies two conditions:
• It is bound by self-gravity
   – Spherical due to the symmetric nature of gravity
• It radiates energy from an internal source
   – Nuclear energy released by fusion reactions in its
     interior
Violation of this condition
              What is a Star?  leads to the death of the
                               star in that it will explode
                                 violently, scattering its
• In lay terms, a star is a big ball of burning far and
                              constituent matter gas
                                           wide
• More technically, a star is a body which
  satisfies two conditions:
• It is bound by self-gravity
   – Spherical due to the symmetric nature of gravity
• It radiates energy from an internal source
   – Nuclear energy released by fusion reactions in its
     interior
What is a Star?
• In lay terms, a star is a big ball of burning gas
• More technically, a star is a body which
  satisfies two conditions:
• It is bound by self-gravity
   – Spherical due to the symmetric nature of gravity
• It radiates energy from an internal source
   – Nuclear energy released by fusion reactions in its
     interior
What is a Star?
• In lay terms, a star is a big ball of burning gas
• More technically, a star is a body which
  satisfies two conditions:
• It is bound by self-gravity
   – Spherical due to the symmetric nature of gravity
• It radiates energy from an internal source
   – Nuclear energy released by fusion reactions in its
     interior
           Violation of this condition (i.e. if the fuel
         source runs out) also leads to the death of
            the star in that it will simply fade away
!""#$%&"'%()*+,-./%)01%2.-31'$14
      !""#$%&"'%()*+,-./%)01%2.-31'$1
          Observing Stars
""#$%&"'%()*+,-./%)01%2.-31'$14
  !
       567/1$%%%%%%%%%%%%%%%%%%%% (819)'7
   !"#$%
        " &'((%)*+#+('*+',+(-$.*+#((+#*+'/)%
      • " The information which we can gather
           0%*+1-)*23%4+',+"#/5+'67%)*4+#((+#*+'/)%
          from an individual star is quite restricted
  567/1$%%%%%%%%%%%%%%%%%%%%           (819)'7
        " 84%+,-(*%34+*'+-4'(#*%+1#3*-)2(#3+9#:%(%/$*.+3#/$%4
        " ;%*#-(%<+(''=+#*+4*32)*23%+',+#/+'67%)*+#/<+%/:-3'/"%/*
             Image                       Spectrum
Observing Stars

• ‘Apparent Brightness’ - amount of
  radiation falling per unit time per unit
  area (of detector)
• This is the ‘radiation flux’, F. This is not
  an intrinsic property of the star since it
  depends on its distance from us
Stellar Luminosity
• We measure the star’s flux, but the
  intrinsic property is the Luminosity
• This is the amount of power radiated
  per unit time
• Related to the measurable flux by:

                         Inverse Square Law
Inverse Square Law




Applies to radiation, gravitational and electric fields
Think of a star as a torch...




  1. The apparent brightness of the torch
   changes with distance from your eyes
2. Torches have different intrinsic strengths
Measuring Distances: Parallax
• Observe ‘nearby’ star at
  the extremes of the
  earth’s orbit
• Measure the difference
  in its apparent position
  relative to ‘distant’
  background stars
• Use trigonometry to
  deduce the distance of
  the nearby star
Using the Inverse Square Law
• Measure distance to star (using
  parallax), measure flux  luminosity
  – Star’s power output in Watts
• Find other similar stars, assume
  luminosities are the same  distances
  – Use particular types of star as ‘standard
    candles’ for determining distances to e.g.
    stellar clusters
01%2.-31'$14
       Stellar Emission
   • Stars are emitting light. We can study this
   (819)'7
     light by putting it through a spectrograph
     (prism) and splitting the light into its
     component wavelengths.
Stellar Emission
• Stars emit their radiation thermally (rather
  than via atomic transitions)
• In physics, a ‘black body’ is an object that
  absorbs all radiation that falls upon it, thus
  appearing black in colour
• Practically, black bodies also radiate (in order
  to retain their thermal equilibrium)
• Stars are approximately black body emitters
Blackbody Temperatures
           • This plot is the intensity of
             the radiation vs wavelength
           • The peak intensity shifts to
             longer wavelengths as
             temperature decreases




           • We can use this to derive
             stellar temperatures
Finding temperatures from
    real observations
           • We could use a
             spectrometer to measure
             a star’s spectrum
           • Flux vs wavelength
           • From the shape, we can
             determine its temperature
           • Which stars are the
             hottest here? Which are
             the coldest?
But...

• It takes a lot of time to get a spectrum so is
  there a way to determine a star’s peak
  wavelength (and therefore it’s temperature)
  without taking a spectrum?
Filters and colours
• Alternatively, we can compare the star’s flux
  in two different wavebands
  – range of wavelengths, eg
• This can be done more easily than taking a
  spectrum of the star
• The bands are defined by standard filters
  – U (ultra-violet): 300-400nm
  – B (blue): 400-500nm
  – V (visual): 500-600nm
Filters

          No sharp cut-off
The Sun in Different Filters
Colour Indices
• Compare the ratio of the star’s flux in two
  filters, e.g. B and V, to find its ‘colour’
• Blackbody peak shifts to shorter wavelength
  as temperature increases
• See more flux in the B (short λ) filter relative
  to the V filter (longer λ) for a hot star
• This means that we can deduce temperatures
  from these measurements
   – F(B)/F(V) large for hot stars
   – F(B)/F(V) small for cooler stars
Spectral Classification
• The Harvard classification system was
  developed in the 1890s by Annie Jump
  Cannon
• Still in use today
• The classes are based on features in
  the stars’ spectra….
• ….but actually it’s more useful to order
  the stars by their temperature or colour
Absorption Lines
Absorption Lines
•The cooler outer regions of a star absorb photons from
the hotter inner regions

•Different elements absorb light at different frequencies

•Atoms in different states absorb different frequencies
Titanium Oxide




               ‘Metals’




Helium lines
Stellar Classes
• The spectral classes, ordered according to
  temperature:
  –   O:   > 25,000K
  –   B:   11,000 - 25000K
  –   A:   7,500 - 11,000K    Sirius
  –   F:   6,000 - 7,500
  – G:     5,000 - 6,000K     The Sun!
  – K:     3,500 - 5,000K
  – M:     < 3,500K           Betelguese
Very red (cool)




 Very blue (hot)
Luminosity vs Temperature
• We have just seen how ‘colour’ (derived from
  flux) reflects temperature
• There is also a correlation between luminosity
  (the intrinsic property) and temperature
• If we plot the luminosities and temperatures
  of a large, representative sample of stars, we
  produce a ‘Hertzsprung-Russell’ diagram
• Stars of the same type all lie in the same area
  of the HR diagram
80% of stars lie across
 this diagonal. This is
 the ‘Main sequence’
32
HR Diagram
• About 80% of stars lie on a diagonal line
  across the plot
  – Main sequence
  – These are ‘dwarf’ stars
• Giants lie above the main sequence
  – Sub-types populate separate areas
• White dwarfs lie below the main sequence
• This is the general case. Now let’s look as
  some specifics.
Open clusters
          • Found in disk of
            galaxy
          • E.g. the Pleiades
          • Contain 10 - 1000
            stars
          • HR diagrams may
            contain less red
            giants
          • Predominantly
            young stars
Pleiades - HR diagram


                    Few giants




 Predominantly
 main sequence
      stars
Globular Clusters

         • Found well away from
           galactic plane, in ‘halo’
           of galaxy
         • E.g. M80
         • Contain 105 - 106 stars
         • Blue end of main
           sequence not present
         • Many more red giants
         • Older stellar population
HR diagram for M80
                                    Many giants




No blue main
sequence
HR Diagram Summary
• The HR diagram is a plot of luminosity vs
  temperature for a population of stars
• Stars of different types lie in different places
  on the HR diagram
• 80% of stars lie on the Main Sequence
• HR diagrams will look different for different
  stellar populations
• Stars ‘evolve’ and move around the HR
  diagram. To understand this we need to
  study the life cycle of a star.
HR Diagram Summary
In practice we could: is a plot of luminosity vs
 • The HR diagram
   temperature for a population of stars
★classify a star from its spectrum, thus estimating its
temperature different types lie in different places
 • Stars of
    on the HR diagram
★use the HR diagram to find its luminosity
• 80% of stars lie on the Main Sequence
★compare its luminosity with its measured flux to
• HR diagrams will look different for different
derive its distance from us
    stellar populations
Or, Stars ‘evolve’ and move around the HR
• for a star cluster at known distance:
    diagram. To understand this we need to
★Plot the luminosities and temperatures on an HR
diagram the life cycle of a star.
    study
★Deduce the cluster type, i.e. open or globular
Evolution of Stars
Star Formation
• In between the stars in a galaxy, there is a lot
  of gas which we call the interstellar medium
  (ISM)
• The gas exists in clouds
   – Small clouds support themselves against gravity
     using their internal pressure
   – Large clouds (with masses greater than typical
     stellar masses) have gravity which exceeds the
     internal pressure, so are unstable and collapse
• Clouds fragment, forming multiple stars and
  hence star clusters
Star Formation Regions

               Young stars




Ionised gas
                         Rosette
                         Nebula
Protostars
• The initial ‘free-fall’ phase of collapse is
  dominated by gravity
• Gas still cool, radiates in the infra-red
• As collapse progresses, internal
  pressure builds up, process slows
• Star starts to heat up, makes transition
  to ‘pre-main sequence’
Main Sequence: Processes
• For stars with masses at least 0.08 Msun
• Central temperature reaches 107K, stars start
  burning Hydrogen (fusion) in their cores
• Net effect: four protons turn into Helium
  nucleus from p-p chain:
• This releases significant amounts of energy
• The energy is transported to the star’s
  surface by radiation (light) or convection
Main Sequence: Timescales
• This process of turning Hydrogen into Helium
  is the energy source for main sequence stars
• It takes around 1010 years for a star to deplete
  the Hydrogen in its core
• The star then moves off the main sequence
• Massive stars evolve off the main sequence
  more quickly
Layers in the Sun
The Proton-Proton Chain
The CNO Cycle
• Main core
  reaction in
  stars greater
  than 1.5Msun
Aside: Smaller ‘Stars’
• Stars with masses less than 0.08 Msun
  never become hot enough to burn
  hydrogen
• Smaller stars continue contracting,
  forming ‘brown dwarfs’ which are
  essentially failed stars
• Jupiter is about 80 times less massive
  than a typical brown dwarf
Post Main Sequence
• Hydrogen burning ceases and the core
  contracts, thus heating the star again
• Helium now fusing in the core. Outside the
  core, a Hydrogen-burning shell forms
• Star is now larger and cooler, but more
  luminous than before - Red Giant
• When the Helium runs out, core collapses
  again, Carbon burning starts
• This continues for all elements up to Iron
• Evolution on HR diagram depends on mass
Relative Sizes
Shells of Fusion
Shells of Fusion




No elements heavier than Iron (Fe) can be created in this way
Star Death
• Earlier, we defined stars as bodies
  which fulfill two criteria:
  – They are bound by self-gravity
  – They have an internal fuel source
• Violation of either results in star death
• The actual endpoint of a star is
  governed by its mass
Massive Stars
• A massive star (10-60Msun) will complete all
  stages of fusion shown on the ‘shell’ diagram
• The Iron core rapidly loses energy and
  contracts again, forming an extremely dense
  neutron star
• This leaves the envelope (mainly Hydrogen
  and Helium) unsupported so it collapses
• The rapid heating leads to a thermonuclear
  explosion - a Supernova
• Supernovae produce the elements heavier
  than iron
Supernovae
• Supernovae are extremely luminous, with
  fluxes similar to those of entire galaxies
• Most are seen in external galaxies (e.g
  SN1987a in the Large Magellanic Cloud)
• We expect 1 SN every 30 years in our galaxy,
  but most are obscured by interstellar dust
• They leave behind a neutron star (which may
  be a pulsar), plus a remnant shell
• These remnants may be observed for
  centuries afterwards
Supernovae
Neutron Stars and Pulsars
• Neutron stars are tiny, but very dense
  – E.g. radius ~10km, mass 1.5Msun!
• Hard to detect unless they are pulsars
• Discovered in 1967 by Jocelyn Bell. Her PhD
  supervisor won the Nobel prize….
• Pulsars radiate beams from their magnetic
  poles (radio and optical)
• These may sweep across the direction to the
  Earth as the star rotates
• Incredibly accurate ‘clocks’
Supernova Remnant



Pulsar!




                              Crab
                              nebula
Supernova Remnant




                    Crab
                    nebula in
                    x-rays
Supernova Remnant




                    Crab
                    nebula
Lower Mass Stars
• Lower mass stars, such as the Sun, only form
  elements up to Helium via fusion
• They undergo periods of instability while they
  evolve as giants
• Eventually, pulsations in the star blow off the
  surface layers, revealing the hotter interior
• The material which is blown off forms a
  ‘Planetary Nebula’
• The central star, made mostly of Carbon, cools
  and contracts to become a White Dwarf
• They have high temperature but low luminosity
Planetary Nebula
More Planetary Nebulae
Summary of Star Lifecycles
• The formation, evolution and death of stars is
  a cyclical process
• Starts off with big cloud of gas
• Cloud collapses under gravity until it becomes
  hot enough to burn and shine
• When the fuel runs out the star dies
• Massive stars end in supernova explosions
  which returns material to the interstellar
  medium
• This is recycled into new stars!
THE END

Any questions?

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Stars

  • 1. Stars Anna Quider Institute of Astronomy University of Cambridge 13 July 2009
  • 2. Overview • Introduction to stars – What they are – What we can measure • The Hertzsprung-Russell Diagram • Star life cycles – Evolution of stars across the HR diagram
  • 3. It contains about 1011 stars, plus gas and dust between the stars (the intersellar medium)
  • 4. The Sun and all the stars we can see at night are part of the Milky Way galaxy It contains about 1011 stars, plus gas and dust between the stars (the intersellar medium)
  • 5. The Sun and all the stars we can see at night are part of the Milky Way galaxy The Galaxy is basically disk shaped with a spheroidal bulge at the centre It contains about 1011 stars, plus gas and dust between the stars (the intersellar medium)
  • 6.
  • 9. What is a Star? • In lay terms, a star is a big ball of burning gas • More technically, a star is a body which satisfies two conditions: • It is bound by self-gravity – Spherical due to the symmetric nature of gravity • It radiates energy from an internal source – Nuclear energy released by fusion reactions in its interior
  • 10. What is a Star? • In lay terms, a star is a big ball of burning gas • More technically, a star is a body which satisfies two conditions: • It is bound by self-gravity – Spherical due to the symmetric nature of gravity • It radiates energy from an internal source – Nuclear energy released by fusion reactions in its interior
  • 11. Violation of this condition What is a Star? leads to the death of the star in that it will explode violently, scattering its • In lay terms, a star is a big ball of burning far and constituent matter gas wide • More technically, a star is a body which satisfies two conditions: • It is bound by self-gravity – Spherical due to the symmetric nature of gravity • It radiates energy from an internal source – Nuclear energy released by fusion reactions in its interior
  • 12. What is a Star? • In lay terms, a star is a big ball of burning gas • More technically, a star is a body which satisfies two conditions: • It is bound by self-gravity – Spherical due to the symmetric nature of gravity • It radiates energy from an internal source – Nuclear energy released by fusion reactions in its interior
  • 13. What is a Star? • In lay terms, a star is a big ball of burning gas • More technically, a star is a body which satisfies two conditions: • It is bound by self-gravity – Spherical due to the symmetric nature of gravity • It radiates energy from an internal source – Nuclear energy released by fusion reactions in its interior Violation of this condition (i.e. if the fuel source runs out) also leads to the death of the star in that it will simply fade away
  • 14. !""#$%&"'%()*+,-./%)01%2.-31'$14 !""#$%&"'%()*+,-./%)01%2.-31'$1 Observing Stars ""#$%&"'%()*+,-./%)01%2.-31'$14 ! 567/1$%%%%%%%%%%%%%%%%%%%% (819)'7 !"#$% " &'((%)*+#+('*+',+(-$.*+#((+#*+'/)% • " The information which we can gather 0%*+1-)*23%4+',+"#/5+'67%)*4+#((+#*+'/)% from an individual star is quite restricted 567/1$%%%%%%%%%%%%%%%%%%%% (819)'7 " 84%+,-(*%34+*'+-4'(#*%+1#3*-)2(#3+9#:%(%/$*.+3#/$%4 " ;%*#-(%<+(''=+#*+4*32)*23%+',+#/+'67%)*+#/<+%/:-3'/"%/* Image Spectrum
  • 15. Observing Stars • ‘Apparent Brightness’ - amount of radiation falling per unit time per unit area (of detector) • This is the ‘radiation flux’, F. This is not an intrinsic property of the star since it depends on its distance from us
  • 16. Stellar Luminosity • We measure the star’s flux, but the intrinsic property is the Luminosity • This is the amount of power radiated per unit time • Related to the measurable flux by: Inverse Square Law
  • 17. Inverse Square Law Applies to radiation, gravitational and electric fields
  • 18. Think of a star as a torch... 1. The apparent brightness of the torch changes with distance from your eyes 2. Torches have different intrinsic strengths
  • 19. Measuring Distances: Parallax • Observe ‘nearby’ star at the extremes of the earth’s orbit • Measure the difference in its apparent position relative to ‘distant’ background stars • Use trigonometry to deduce the distance of the nearby star
  • 20. Using the Inverse Square Law • Measure distance to star (using parallax), measure flux  luminosity – Star’s power output in Watts • Find other similar stars, assume luminosities are the same  distances – Use particular types of star as ‘standard candles’ for determining distances to e.g. stellar clusters
  • 21. 01%2.-31'$14 Stellar Emission • Stars are emitting light. We can study this (819)'7 light by putting it through a spectrograph (prism) and splitting the light into its component wavelengths.
  • 22. Stellar Emission • Stars emit their radiation thermally (rather than via atomic transitions) • In physics, a ‘black body’ is an object that absorbs all radiation that falls upon it, thus appearing black in colour • Practically, black bodies also radiate (in order to retain their thermal equilibrium) • Stars are approximately black body emitters
  • 23. Blackbody Temperatures • This plot is the intensity of the radiation vs wavelength • The peak intensity shifts to longer wavelengths as temperature decreases • We can use this to derive stellar temperatures
  • 24. Finding temperatures from real observations • We could use a spectrometer to measure a star’s spectrum • Flux vs wavelength • From the shape, we can determine its temperature • Which stars are the hottest here? Which are the coldest?
  • 25. But... • It takes a lot of time to get a spectrum so is there a way to determine a star’s peak wavelength (and therefore it’s temperature) without taking a spectrum?
  • 26. Filters and colours • Alternatively, we can compare the star’s flux in two different wavebands – range of wavelengths, eg • This can be done more easily than taking a spectrum of the star • The bands are defined by standard filters – U (ultra-violet): 300-400nm – B (blue): 400-500nm – V (visual): 500-600nm
  • 27. Filters No sharp cut-off
  • 28. The Sun in Different Filters
  • 29. Colour Indices • Compare the ratio of the star’s flux in two filters, e.g. B and V, to find its ‘colour’ • Blackbody peak shifts to shorter wavelength as temperature increases • See more flux in the B (short λ) filter relative to the V filter (longer λ) for a hot star • This means that we can deduce temperatures from these measurements – F(B)/F(V) large for hot stars – F(B)/F(V) small for cooler stars
  • 30. Spectral Classification • The Harvard classification system was developed in the 1890s by Annie Jump Cannon • Still in use today • The classes are based on features in the stars’ spectra…. • ….but actually it’s more useful to order the stars by their temperature or colour
  • 32. Absorption Lines •The cooler outer regions of a star absorb photons from the hotter inner regions •Different elements absorb light at different frequencies •Atoms in different states absorb different frequencies
  • 33. Titanium Oxide ‘Metals’ Helium lines
  • 34. Stellar Classes • The spectral classes, ordered according to temperature: – O: > 25,000K – B: 11,000 - 25000K – A: 7,500 - 11,000K  Sirius – F: 6,000 - 7,500 – G: 5,000 - 6,000K  The Sun! – K: 3,500 - 5,000K – M: < 3,500K  Betelguese
  • 35. Very red (cool) Very blue (hot)
  • 36. Luminosity vs Temperature • We have just seen how ‘colour’ (derived from flux) reflects temperature • There is also a correlation between luminosity (the intrinsic property) and temperature • If we plot the luminosities and temperatures of a large, representative sample of stars, we produce a ‘Hertzsprung-Russell’ diagram • Stars of the same type all lie in the same area of the HR diagram
  • 37.
  • 38. 80% of stars lie across this diagonal. This is the ‘Main sequence’
  • 39. 32
  • 40. HR Diagram • About 80% of stars lie on a diagonal line across the plot – Main sequence – These are ‘dwarf’ stars • Giants lie above the main sequence – Sub-types populate separate areas • White dwarfs lie below the main sequence • This is the general case. Now let’s look as some specifics.
  • 41. Open clusters • Found in disk of galaxy • E.g. the Pleiades • Contain 10 - 1000 stars • HR diagrams may contain less red giants • Predominantly young stars
  • 42. Pleiades - HR diagram Few giants Predominantly main sequence stars
  • 43. Globular Clusters • Found well away from galactic plane, in ‘halo’ of galaxy • E.g. M80 • Contain 105 - 106 stars • Blue end of main sequence not present • Many more red giants • Older stellar population
  • 44. HR diagram for M80 Many giants No blue main sequence
  • 45. HR Diagram Summary • The HR diagram is a plot of luminosity vs temperature for a population of stars • Stars of different types lie in different places on the HR diagram • 80% of stars lie on the Main Sequence • HR diagrams will look different for different stellar populations • Stars ‘evolve’ and move around the HR diagram. To understand this we need to study the life cycle of a star.
  • 46. HR Diagram Summary In practice we could: is a plot of luminosity vs • The HR diagram temperature for a population of stars ★classify a star from its spectrum, thus estimating its temperature different types lie in different places • Stars of on the HR diagram ★use the HR diagram to find its luminosity • 80% of stars lie on the Main Sequence ★compare its luminosity with its measured flux to • HR diagrams will look different for different derive its distance from us stellar populations Or, Stars ‘evolve’ and move around the HR • for a star cluster at known distance: diagram. To understand this we need to ★Plot the luminosities and temperatures on an HR diagram the life cycle of a star. study ★Deduce the cluster type, i.e. open or globular
  • 48. Star Formation • In between the stars in a galaxy, there is a lot of gas which we call the interstellar medium (ISM) • The gas exists in clouds – Small clouds support themselves against gravity using their internal pressure – Large clouds (with masses greater than typical stellar masses) have gravity which exceeds the internal pressure, so are unstable and collapse • Clouds fragment, forming multiple stars and hence star clusters
  • 49. Star Formation Regions Young stars Ionised gas Rosette Nebula
  • 50. Protostars • The initial ‘free-fall’ phase of collapse is dominated by gravity • Gas still cool, radiates in the infra-red • As collapse progresses, internal pressure builds up, process slows • Star starts to heat up, makes transition to ‘pre-main sequence’
  • 51.
  • 52. Main Sequence: Processes • For stars with masses at least 0.08 Msun • Central temperature reaches 107K, stars start burning Hydrogen (fusion) in their cores • Net effect: four protons turn into Helium nucleus from p-p chain: • This releases significant amounts of energy • The energy is transported to the star’s surface by radiation (light) or convection
  • 53. Main Sequence: Timescales • This process of turning Hydrogen into Helium is the energy source for main sequence stars • It takes around 1010 years for a star to deplete the Hydrogen in its core • The star then moves off the main sequence • Massive stars evolve off the main sequence more quickly
  • 56. The CNO Cycle • Main core reaction in stars greater than 1.5Msun
  • 57. Aside: Smaller ‘Stars’ • Stars with masses less than 0.08 Msun never become hot enough to burn hydrogen • Smaller stars continue contracting, forming ‘brown dwarfs’ which are essentially failed stars • Jupiter is about 80 times less massive than a typical brown dwarf
  • 58. Post Main Sequence • Hydrogen burning ceases and the core contracts, thus heating the star again • Helium now fusing in the core. Outside the core, a Hydrogen-burning shell forms • Star is now larger and cooler, but more luminous than before - Red Giant • When the Helium runs out, core collapses again, Carbon burning starts • This continues for all elements up to Iron • Evolution on HR diagram depends on mass
  • 61. Shells of Fusion No elements heavier than Iron (Fe) can be created in this way
  • 62.
  • 63. Star Death • Earlier, we defined stars as bodies which fulfill two criteria: – They are bound by self-gravity – They have an internal fuel source • Violation of either results in star death • The actual endpoint of a star is governed by its mass
  • 64. Massive Stars • A massive star (10-60Msun) will complete all stages of fusion shown on the ‘shell’ diagram • The Iron core rapidly loses energy and contracts again, forming an extremely dense neutron star • This leaves the envelope (mainly Hydrogen and Helium) unsupported so it collapses • The rapid heating leads to a thermonuclear explosion - a Supernova • Supernovae produce the elements heavier than iron
  • 65. Supernovae • Supernovae are extremely luminous, with fluxes similar to those of entire galaxies • Most are seen in external galaxies (e.g SN1987a in the Large Magellanic Cloud) • We expect 1 SN every 30 years in our galaxy, but most are obscured by interstellar dust • They leave behind a neutron star (which may be a pulsar), plus a remnant shell • These remnants may be observed for centuries afterwards
  • 67. Neutron Stars and Pulsars • Neutron stars are tiny, but very dense – E.g. radius ~10km, mass 1.5Msun! • Hard to detect unless they are pulsars • Discovered in 1967 by Jocelyn Bell. Her PhD supervisor won the Nobel prize…. • Pulsars radiate beams from their magnetic poles (radio and optical) • These may sweep across the direction to the Earth as the star rotates • Incredibly accurate ‘clocks’
  • 69. Supernova Remnant Crab nebula in x-rays
  • 70. Supernova Remnant Crab nebula
  • 71. Lower Mass Stars • Lower mass stars, such as the Sun, only form elements up to Helium via fusion • They undergo periods of instability while they evolve as giants • Eventually, pulsations in the star blow off the surface layers, revealing the hotter interior • The material which is blown off forms a ‘Planetary Nebula’ • The central star, made mostly of Carbon, cools and contracts to become a White Dwarf • They have high temperature but low luminosity
  • 74. Summary of Star Lifecycles • The formation, evolution and death of stars is a cyclical process • Starts off with big cloud of gas • Cloud collapses under gravity until it becomes hot enough to burn and shine • When the fuel runs out the star dies • Massive stars end in supernova explosions which returns material to the interstellar medium • This is recycled into new stars!