the astrophysical formation of the elementsbrown/Uio-MSU-ORNL-UT-2011/RSurman5.pdf · the...
Transcript of the astrophysical formation of the elementsbrown/Uio-MSU-ORNL-UT-2011/RSurman5.pdf · the...
the astrophysical formation of the elements
Rebecca Surman Union College
Second Uio-MSU-ORNL-UT School on
Topics in Nuclear Physics
3-7 January 2011
lecture 1: some preliminaries
lecture 2: big bang nucleosynthesis
lecture 3: fusion in main sequence stars
lecture 4: explosive nucleosynthesis
lecture 5: neutron-capture nucleosynthesis
the astrophysical formation of the elements
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Chart of the Nuclides
pro
ton
nu
mber
Z
neutron number N
Big bang nucleosynthesis
~3/4 H
~1/4 He
some Li, Be, B
the astrophysical formation of the elements
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Chart of the Nuclides
pro
ton
nu
mber
Z
neutron number N
Fusion in Stars, Explosive burning
H → He
He → C, O
C,O → Si
Si → Fe group
the astrophysical formation of the elements
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Chart of the Nuclides
pro
ton
nu
mber
Z
neutron number N
the astrophysical formation of the elements
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
heavy element synthesis
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
N = 50 N = 82 N = 126
neutron capture nucleosynthesis
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
N = 50 N = 82 N = 126
neutron capture nucleosynthesis
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
separating s- and r-process abundance patterns
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Käppeler et al (2010)
the classic s-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
For a recent review, see, e.g. Käppeler et al (2010)
the astrophysical site of the s-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
main component – low mass AGB stars
the astrophysical site of the s-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
12C(p,γ)13N(β+ν)13C 13C(α,n)
the astrophysical site of the s-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
14N(α,γ)18F(β+ν)18O(α,γ)22Ne 22Ne(α,n)25Mg
Weak component – core He burning in massive stars
nuclear data for the s-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
need beta decay rates and neutron capture rates
Käppeler et al (2010)
nuclear data for the s-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
need beta decay rates and neutron capture rates
Käppeler et al (2010)
r-process basics
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
from Seeger et al (1965) Solar r-process abundances
data from Käppeler et al (1989)
€
Sn (Z,Apath ) ~ −kT lnnn2
2π2
mnkT
3 / 2
r-process basics
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
from Seeger et al (1965)
(n,γ)-(γ,n)
€
Sn (Z,Apath ) ~ −kT lnnn2
2π2
mnkT
3 / 2
β (or νe)
Astrophysics
What is the astrophysical site of the r process?
Some possibilities:
supernovae e.g., Meyer et al (1992), Woosley et al (1994), Takahashi et al (1994)
neutron star mergers e.g., Meyer (1989), Frieburghaus et al (1999), Rosswog et al (2001)
shocked surface layers of O-Ne-Mg cores e.g., Wanajo et al (2003), Ning et al (2007)
gamma-ray bursts e.g., Surman et al (2005)
Nuclear Physics
What are the nuclear properties of neutron-rich nuclei far from
stability?
We need:
masses
beta decay rates
neutron capture rates
neutrino interaction rates
fission probabilities and daughter product distributions
the r-process: open questions
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Astrophysics
What is the astrophysical site of the r process?
Some possibilities:
supernovae e.g., Meyer et al (1992), Woosley et al (1994), Takahashi et al (1994)
neutron star mergers e.g., Meyer (1989), Frieburghaus et al (1999), Rosswog et al (2001)
shocked surface layers of O-Ne-Mg cores e.g., Wanajo et al (2003), Ning et al (2007)
gamma-ray bursts e.g., Surman et al (2005)
Nuclear Physics
What are the nuclear properties of neutron-rich nuclei far from
stability?
We need:
masses
beta decay rates
neutron capture rates
neutrino interaction rates
fission probabilities and daughter product distributions
the r-process: open questions
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Cowan et al (2006)
halo star observations of r-process nuclei
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Cowan et al (2006)
halo star observations of r-process nuclei
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Main r-process
Cowan et al (2006)
halo star observations of r-process nuclei
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Main r-process
⇒ a universal process? (e.g., Roederer et al 2009)
⇒ site within core-collapse supernovae?
Weak r-process
Important parameters ⇒
outflow timescale
entropy
electron fraction
€
ρ ~ e−t / 3τ ; τ ~ 0.01 s to ~ 1 s
€
s /k ~ 100 to 400
€
Ye =1
1+ n / p; Ye ~ 0.3 to ~ 0.5
p, n → 4He + n → seed nuclei + n → r process
PNS
shock
ν
€
p + ν e ↔ n + e+
n + ν e ↔ p + e−
€
Tv e> Tve
supernova neutrino-driven wind
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Neutrinos influence every stage of the nucleosynthesis
initial neutron-to-proton ratio
seed assembly: alpha effect
r process
€
Yeeq =1
1+ λν e p/λν en( )
PNS
shock
ν
€
p + ν e ↔ n + e+
n + ν e ↔ p + e−
€
Tv e> Tve
€
n + ν e → p + e−AZ + ν e→
A (Z +1) + e−, AZ + ν x→A−1Z + n
binds into additional α’s
€
p + ν e ↔ n + e+
n + ν e ↔ p + e−
neutrinos and a supernova r-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
How is a consistent pattern achieved?
Ye = 0.27 Ye = 0.26 Ye = 0.25
R. Surman, unpublished
the main r-process in supernovae
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
fission cycling
Beun, McLaughlin, Surman, & Hix, PRC 77, 035804 (2008)
fission cycling in a supernova r-process
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
calc by R. Surman
Halo star data Solar
Simulations with fission cycling
but the big problem is…
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Initial studies were very promising…. e.g., Meyer et al (1992), Woosley et al (1994)
…but it was found to be more difficult to produce the requisite conditions than first thought e.g., Takahashi et al (1994), Witti et al (1994), Fuller & Meyer (1995), McLaughlin et al (1996), Meyer et al (1998), Qian & Woosley (1996), Hoffman et al (1997), Otsuki et al (2000), Thompson et al (2001), Terasawa et al (2002), Liebendorfer et al (2005), Wanajo (2006), Arcones et al (2007), etc., etc.
The most recent calculations of proto-neutron star evolution predict no robustly neutron-rich outflows Huedepohl et al (2010), Fischer et al (2010)
Several environments within neutron star-neutron star mergers have been found to be attractive r-process sites e.g., Lattimer & Schramm (1974, 1976), Meyer (1989), Frieburghaus et al (1999), Goriely et al (2005), Oechslin et al (2007)
…but the timescale for mergers to develop is inconsistent with the data e.g., Sneden et al (1996), Ryan et al (1996), Truran et al (2002), Argast et al (2004), Wanajo & Ishimaru (2006)
compact object mergers instead?
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Orbit of a black hole - neutron star binary decays by gravitational wave emission
Tidal disruption of the neutron star produces a rapidly accreting disk around the black hole (AD-BH)
⇒ possible engine for a short gamma-ray burst
animation credit: NASA/SkyWorks Digital
black hole – neutron star merger
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
accretion disk
PNS BH
jet (?)
shock outflow
ν
ν
protoneutron star/AD-BH comparison
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
accretion disk
PNS BH
jet (?)
shock outflow
ν
ν
neutrino scattering and emission
nucleosynthesis
nucleosynthesis
nuclear physics of disk
nuclear physics of core
protoneutron star/AD-BH comparison
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
3D BH-NS merger model 1.6 M neutron star + 2.5 M black hole with a = 0.6 (M. Ruffert and H.-Th. Janka)
r process in BH-NS merger outflows
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
solar calculation HD122563
(Honda et al 2006)
Surman, McLaughlin, Ruffert, Janka, and Hix, ApJ, 679, L117 (2008), and Surman, McLaughlin, Ruffert, Janka, and Hix, PoS(NIC X)149
Astrophysics
What is the astrophysical site of the r process?
Some possibilities:
supernovae e.g., Meyer et al (1992), Woosley et al (1994), Takahashi et al (1994)
neutron star mergers e.g., Meyer (1989), Frieburghaus et al (1999), Rosswog et al (2001)
shocked surface layers of O-Ne-Mg cores e.g., Wanajo et al (2003), Ning et al (2007)
gamma-ray bursts e.g., Surman et al (2005)
Nuclear Physics
What are the nuclear properties of neutron-rich nuclei far from
stability?
We need:
masses
beta decay rates
neutron capture rates
neutrino interaction rates
fission probabilities and daughter product distributions
the r-process: open questions
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
New rate determined by Arnold et al
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
assembly of r-process seeds and the ααn rate
calculations by R Surman
beta decay rates
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Möller et al (2003)
Möller et al (1997)
Möller et al (2003) + experimental rates
A sample neutrino-driven wind trajectory, with the element synthesis calculated with three different sets of β-decay rates
calculation by R Surman
beta decay rates
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
Möller et al (2003)
Möller et al (1997)
Möller et al (2003) + experimental rates
A sample BH-NS merger trajectory, with the element synthesis calculated with three different sets of β-decay rates
calculation by R Surman
measured r-process beta decay rates
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
http://www.nndc.bnl.gov/chart/
= half-life measurements since 2000 (6th ed)
(neutron-rich nuclei only)
Only a few measurements along r-process path
schematic r-process path
slide from J. Blackmon
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
fission probabilities + daughter product distributions
symmetric fission
asymmetric fission
calculation by R Surman
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
mass models versus neutron capture rates
Neutron capture rate variation
Mass model variation
Surman, Beun, McLaughlin, and Hix, PRC, 79, 045809 (2009)
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
mass models versus neutron capture rates
Neutron capture rate variation
Mass model variation
Surman, Beun, McLaughlin, and Hix, PRC, 79, 045809 (2009)
Surman, Beun, McLaughlin, and Hix, PRC, 79, 045809 (2009)
€
σv 131Cd ×10
€
σv 131Sn ×100
130 peak rare earth region + 195 peak
nonequilibrium effects of neutron capture rates
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11
We still don’t know where the r-process takes place
⇒ evidence increasingly points to core collapse supernovae for the site of the main r-process (fission cycling may help)
⇒ list of potential sites should include hot outflows from black hole-neutron star mergers, particularly for the weak r-process
The importance of nuclear masses and beta decay rates has long been recognized. In addition,
⇒ light element charged-particle reactions,
⇒ individual neutron capture rates, and
⇒ fission probabilities and fragment distributions
are also of key importance.
r-process summary
R Surman, Union College Introduction to Nuclear Astrophysics, Lecture 5 7 January 11