Chapter 11 The Death of High Mass Stars a star’s mass determines its life story 1 Msun 25 Msun.
Download ReportTranscript Chapter 11 The Death of High Mass Stars a star’s mass determines its life story 1 Msun 25 Msun.
Chapter 11 The Death of High Mass Stars
a star’s mass determines its life story
1 M sun 25 M sun
Life Stages of High-Mass Stars • high-mass stars are similar to low-mass stars: – Hydrogen core fusion (main sequence) – Hydrogen shell burning (supergiant) – Helium core fusion (subgiant) • They are also different..
– H-->He via CNO cycle not p-p chain – Core much hotter – Eventually fuse C, O into heavier elements – He core is not degenerate – no He flash!
– Lose a lot of mass
High-mass stars make the elements necessary for life!
Big Bang made 90% H, 10% He – stars make everything else
Helium fusion can make only carbon in low-mass stars
Helium Capture occurs only in high-mass stars • High core T, P allow helium to fuse with heavier elements
Helium capture builds C into O, Ne, Mg, … Total # of P+N = Multiples of 4!
Evidence for helium capture: Higher abundances of elements with even numbers of protons
Advanced Nuclear Burning • Core temperatures in stars with >8
M
Sun allow fusion of elements up to iron
Si, S, Ca, Fe, etc. can only be made in high-mass stars
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Structure of massive stars
Fusion releases energy only when the mass of the products < mass of the reactants • • • Iron is “ash” of fusion: nuclear reactions involving iron do not release energy Iron-56 has lowest mass per nuclear particle Highest “binding energy” of all the elements
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How does a high-mass star die?
Iron builds up in core until degeneracy pressure can no longer resist gravity
Supernova Explosion • Core degeneracy pressure cannot support degenerate core of > 1.4 M sun • electrons forced into nucleus, combine with protons • making neutrons, neutrinos and LOTS of energy!
Collapse only takes very short amount of time (~seconds) Supernova!
Energy and neutrons released in supernova explosion cause elements heavier than iron to form, including Au and U
Neutron Stars & Supernova Remnants • Energy released by collapse of core drives outer layers into space • The Crab Nebula is the remnant of the supernova seen in A.D. 1054
Supernova 1987A • The first visible supernova in 400 years
Tycho’s supernova of 1572
Expanding at 6 million mph
Kepler’s supernova of 1609
Supernovae are 10,000 times more luminous than novae!
Massive star supernova: (Type II)
Massive star builds up 1.4 M sun core and collapses into a neutron star, gravitational PE released in explosion
White dwarf supernova: (Type I)
White dwarf near 1.4 M sun accretes matter from red giant companion, causing supernova explosion
light curve
shows how luminosity changes with time
A neutron star: A few km in diameter, supported against gravity by degeneracy pressure of neutrons
Discovery of Neutron Stars • Using a radio telescope in 1967, Jocelyn Bell discovered very rapid pulses of radio emission coming from a single point on the sky • The pulses were coming from a spinning neutron star—a
pulsar
Pulsar at center of Crab Nebula pulses 30 times per second
Why does a neutron star spin so rapidly? Conservation of angular momentum!!
X-rays Visible light
Pulsars
What happens if the neutron star has more mass than can be supported by neutron degeneracy pressure? There is nothing to prevent it from collapsing infinitely: BLACK HOLE!!
• Neutron degeneracy pressure can no longer support a neutron star against gravity if its mass is > about 3
M
sun
Black Holes: Gravity’s Ultimate Victory A
black hole
is an object whose gravity is so powerful that not even light can escape it.
Escape Velocity Initial Kinetic Energy = Final Gravitational Potential Energy 1 2
mv
2
GmM r
Where m is your mass, M is the mass of the object that you are trying to escape from, and r is your distance from that object
“Surface” of a Black Hole • The “surface” of a black hole is the distance at which the escape velocity equals the speed of light.
• This spherical surface =
event horizon.
• The radius of the event horizon is known as the
Schwarzschild radius.
How does the radius of the event horizon change when you add mass to a black hole?
A. Increases B. Decreases C. Stays the same
Neutron star The event horizon of a 3
M
Sun black hole is a few km
A black hole’s mass strongly warps space and time in vicinity of event horizon
Light waves take extra time to climb out of a deep hole in spacetime, leading to a
gravitational redshift
Time passes more slowly near the event horizon
Tidal forces near the event horizon of a 3
M
Sun black hole would be lethal to humans Tidal forces would be gentler near a supermassive black hole because its radius is much bigger
Do black holes really exist?
Black Hole Verification • Need to measure mass — Use orbital properties of companion — Measure velocity and distance of orbiting gas • It’s a black hole if it’s not a star and its mass exceeds the neutron star limit (~3
M
Sun )
Some X-ray binaries contain compact objects of mass exceeding 3
M
Sun which are likely to be black holes
Cygnus X-1: Black hole candidate
If the Sun shrank into a black hole, its gravity would be different only near the event horizon
The end Some extra slides follow…
High mass stars : CNO Cycle • H fusion is faster because C, N and O act as catalysts • Same net result: 4 H become 1 He. • No total gain or loss of C, N, O
How does the total energy produced during one CNO cycle compare to that of the proton-proton chain?