AuGenesis Joseph Bramante TEVPA2017 · AuGenesis_Joseph_Bramante_TEVPA2017 Created Date: 8/7/2017...

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Tim Linden OSU Fatemeh Elahi IPM Nirmal Raj Notre Dame Masha Baryakhtar Perimeter Shirley Weishi Li SLAC Yu-Dai Tsai Cornell, PI

Transcript of AuGenesis Joseph Bramante TEVPA2017 · AuGenesis_Joseph_Bramante_TEVPA2017 Created Date: 8/7/2017...

Page 1: AuGenesis Joseph Bramante TEVPA2017 · AuGenesis_Joseph_Bramante_TEVPA2017 Created Date: 8/7/2017 6:15:14 PM ...

Tim LindenOSU

FatemehElahiIPM

NirmalRajNotre Dame

MashaBaryakhtarPerimeter

Shirley Weishi LiSLAC

Yu-Dai TsaiCornell, PI

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abun

danc

e

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abun

danc

e

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abun

danc

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DILUTE

DILUTION FACTOR ζSee also

Allahverdi Dutta Sinha '11 Kane Shao Watson ’11

Davoudiasl Hooper McDermott ’15 Berlin Hooper Krnjaic '16

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σn (cm2)

mx (GeV)10 1000 105 107

10-48

10-46

10-44

10-42

10-40

10-38

simplest case: let mx = mv

x xwimp

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ζ = 1 10 -2 10 -4 10 -6 10 -8 10 -10

σn (cm2)

mx (GeV)10 1000 105 107

10-48

10-46

10-44

10-42

10-40

10-38

simplest case: let mx = mv

x xwimp, αw

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ζ = 1 10 -2 10 -4 10 -6 10 -8 10 -10

σn (cm2)

mx (GeV)10 1000 105 107

10-48

10-46

10-44

10-42

10-40

10-38

simplest case: let mx = mv

x xstrong

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ζ = 1 10 -2 10 -4 10 -6 10 -8 10 -10

σn (cm2)

mx (GeV)10 1000 105 107

10-48

10-46

10-44

10-42

10-40

10-38

simplest case: let mx = mv

x xstrong

dilution bound for high scale

baryogenesis, ζ>10-10

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ζ = 1 10 -2 10 -4 10 -6 10 -8 10 -10

σn (cm2)

mx (GeV)10 1000 105 107

10-48

10-46

10-44

10-42

10-40

10-38

simplest case: let mx = mv

x xstrong

see Nirmal Raj tomorrow 3pm to find dilute wimps with neutron stars

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2 3 4 5 6 7 8 9-14

-12

-10

-8

-6

-4

Log[mDM/GeV]

Log[η D

M

]

ζ = 1

initi

al

ζ = 10 -2

ζ = 10 -10

ζ = 10 -4

ζ = 10 -6

ζ = 10 -8

αDM = 0.3 αDM = 0.05

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2 3 4 5 6 7 8 9-14

-12

-10

-8

-6

-4

Log[mDM/GeV]

Log[η D

M

]

ζ = 1

initi

al

ζ = 10 -2

ζ = 10 -10

ζ = 10 -4

ζ = 10 -6

ζ = 10 -8

αDM = 0.3 αDM = 0.05

Example: PeV sector⌘(1)B

⌘(2)DM

'✓

M

m�B

◆ 13

' 104✓

M

MPl

◆ 13✓1 PeV

m�B

◆ 13

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Gold from Heavy Asymmetric DM and Neutron Star Implosions

1. Heavy asymmetric dark matter implodes neutron stars by collecting inside, and forming black holes at

their cores.

JB Linden 2016JB Linden Tsai 2017

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Gold from Heavy Asymmetric DM and Neutron Star Implosions

1. Heavy asymmetric dark matter implodes neutron stars by collecting inside, and forming black holes at

their cores.

JB Linden Tsai 2017

see Yu-Dai Tsai tomorrow 245pm to find HADWIMPS with neutron stars,

gravity waves, kilonovae, and frbs JB Linden 2016

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Gold from Heavy Asymmetric DM and Neutron Star Implosions

1. Heavy asymmetric dark matter implodes neutron stars by collecting inside, and forming black holes at

their cores.

2. Imploding neutron stars eject neutron star fluid that forms heavy r-process elements (gold).

3. DM-induced neutron star implosions can explain why r-process elements are in just one of ten dwarf galaxies.

JB Linden 2016JB Linden Tsai 2017

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-R-process elements: heavy elements with atomic masses around ~80, ~130, ~195-Formed in an as-yet-undetermined astrophysical sites rich in neutrons

Reifarth et al. 2014 s-process,formed in typical stars

r-process nuclei,formed where?

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Possible r-process sites — total 104 M⨀ produced in Milky Way

-Neutrons ejected by neutrino wind during core collapse supernovae (frequent, ~1/100 years)

-Merging neutron star binaries, tidal forces expel dense neutron star fluid (rare, ~1/104 years)

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-Neutrons ejected by neutrino wind during core collapse supernovae (frequent, ~1/100 years)

-Merging neutron star binaries, tidal forces expel dense neutron star fluid (rare, ~1/104 years) -Neutron star slurped into a black hole made of heavy asymmetric dark matter at its core.

In each case, neutron rich fluid beta decays, forms heavy neutron-rich elements.

implosiontidally expelssomeneutron fluid

Possible r-process sites — total 104 M⨀ produced in Milky Way

np

Wnnnnnnnnnnnn

nnnnnn

nnnnnn … Gold,Uranium, Europium, Barium…

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R-process in Ultra Faint Dwarf Galaxies

-Alexander Ji, grad student — "go look for r-process elements in ultra-faint dwarfs"

-Ultra faint dwarfs are star-poor dwarf galaxies formed in a billion year burst ~10 billion years ago

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R-process in Ultra Faint Dwarf Galaxies

-Alexander Ji, grad student — "go look for r-process elements in ultra-faint dwarfs"

-Ultra faint dwarfs are star-poor dwarf galaxies formed in a billion year burst ~10 billion years ago -Found just one with high r-process abundance — low r-process abundance expected in all ultra faint dwarfs

One UFD with r-process, and 9 without, implies rare r-process events.

many CCSN few NS mergers few implosions

Ji et al. 2016

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Plot of r-process in dwarfs — grey points are MW stars ➔ [X/Y] is log(X/Y) abundance.

➔ Ba, Eu are r-process elements, [Fe/H] grows with age

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Unexpectedly high r-process abundance in Reticulum II -indicates r-process from rare event

Reticulum IIhigh r-process abundance

Other dwarfs,low r-process abundance

Plot of r-process in dwarfs — grey points are MW stars ➔ [X/Y] is log(X/Y) abundance.

➔ Ba, Eu are r-process elements, [Fe/H] grows with age

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**Neutron stars kicked at birth ~100 km/s.

**This kicks NS binary system to ~50 km/s.

**Merging neutron stars are ejected from dwarf spheroidals

—Reticulum II escape velocity <10 km/s.

NS mergers kicked out of Reticulum II

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UFD escape velocity

Probability of one merger for 10 UFDs

JB, Linden '16

NS mergers kicked out of Reticulum II

**Neutron stars kicked at birth ~100 km/s.

**This kicks NS binary system to ~50 km/s.

**Merging neutron stars are ejected from dwarf spheroidals

—Reticulum II escape velocity <10 km/s.

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UFD r-process rates

104 105 106 10710-4

0.001

0.01

0.1

1

10

100

Total Stellar Mass of UFDs (M⊙)

R-P

roce

ss E

vent

s in

500

Myr

CCSNe

DM-induced NS implosions, vesc=10 km/s

NS merger, vesc=10 km/sNS mergers, vesc=100 km/s (u

nrealistic)

Probability of one event

0.36

0.09

0.01

0.001

10-3.3

10-41

10-4

Too many

Just right

Too few

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-Tuned towards atomic stability & production in supernovae-Shift mass or couplings ⇒ supernovae disrupted

⇒ destabilize nuclei

Cosmologically Stable Particles + Bosons

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All cosmologically stable matter tuned for heavy element production.

DarkMatter

Variation on Atomic Principle

-Tuned towards atomic stability & production in supernovae-Shift mass or couplings ⇒ supernovae disrupted

⇒ destabilize nuclei

Cosmologically Stable Particles + Bosons