Particle Physics with a Tevatron, Exams of Particle Physics

Particle Physics Opportunities with the Next Generation. Ultra High Energy Neutrino Telescopes. David Saltzberg.

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Particle Physics Opportunities
with the Next Generation
Ultra High Energy Neutrino Telescopes
David Saltzberg
University of California, Los Angeles
Aspen Winter Conference
“The Highest Energy Physics”
February 17, 2005
Particle Physics with a Tevatron
Teraton
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Particle Physics Opportunities

with the Next Generation

Ultra High Energy Neutrino Telescopes

David Saltzberg

University of California, Los Angeles

Aspen Winter Conference

“The Highest Energy Physics”

February 17, 2005

Particle Physics with a Tevatron

Teraton

Astrophysical Neutrino Sources

“Batting 1000”

Homestake

Super-K

SN1987AKamiokande

dispersion

Î

ν

mass limits

constrains

ν

decay scenarios

ν

weak eigenstates

mass eigenstates

ν

mass

GUT scale particles

z

Exotic

Physics:

UHECR would result from decays of super-

heavy particles.

z

Example: Grand Unified Supersymmetric Theories:

Is its lifetime comparable to age of universe or is it ~

sec?

Loophole—produce them continuously by “topological defects

” remaining from

Big Bang

M

X

25

eV

`EM’

`weak’

strong

13

19

25

(eV)

Topological Defects

z

Some specific models

Ê

Bhattacharjee, Hill, Schramm PRL 69, 567, (1992)

Ê

Protheroe & Stanev PRL 77,3708 (1996)

Ê

Sigl, Lee, Bhattacharjee, Yoshida PRD 59,043504 (1998)

Ê

Barbot, Drees, Halzen, Hooper, PLB 555, 22 (2003)

z

Basic ideas

Ê

Were attractive to circumvent GZK cutoff for UHE cosmic rays.

Ê

Topological defects could be monopoles, superconducting cosmicstrings, domain walls

Ê

Generally these models produce hard neutrino spectrum: ~ E

-(1-1.5)

“bottom-up” scenarios are more steeply falling: E

to E

not ruled out by lower energy telescopes

constrained by MeV—GeV isotropic photon fluxes

Ê

Neutrino flux vs. energy sensitive to source evolution vs. z of TD’s.

Summary UHE

Models

z

Possible point of confusion:



Models give brightness



But, experiments measure intensity

from P. Gorham

Neutrino interactions

n

p e

ν

ν

e

n

p

W

Most commonly used:Ghandhi et al., Astropart. Phys. 5, 81 (1996):

UHE Neutrino Cross Section

and low-scale Quantum Gravity

z

Probing interactions at high CM

Ê

E

cm

= [2 m

p

E

ν

]

1/

Î

150 TeV for E

ν

= 10

19

eV

Ê

σ

SM

(

ν

+N) ~ 10

£

σ

SM

(p +N)

z

Large extra dimension models could enhance

ν

cross section

Ê

Gravity could become strong at E

CM

=M

D

Ê

Non-perturbative effects could produce KK-exitations, string excitation, pea- branes, micro-BH above E

CM

z

Astrophysics and laboratory limits still allow

Ê

n=4, M

D

10 TeV

Ê

n¸ 5 M

D

1 TeV

Enhancement of

UHE Neutrino Cross Section Sample predictions for M

D

~1 TeV, n~6-7:

SM

Alvarez-Muniz,Feng,Halzen,Han,HooperPRD65, 124015 (2002)

Anchordoqui et al., PRD66, 103002 (2002)

10

10

10

(cm σ

2

)

10

19

10

17

10

21

E

ν

(eV)

SM

z

Caveat: not all energy goes into BH or excitation, and need minimum energy for

classical BH formation. z

UHE

ν

cross sections could be up to ~100£ Standard Model

  • would be invisible to UHECR interactions

Anchordoqui,Feng,Goldberg,Shapere,PRD65, 103002 (2002)

Neutrino Telescopes for Direct Monopole Detection

Wick, Kephart, Weiler, Biermann

z

Relativistic monopoles mimic particle with largecharge: at least Z~

Ê

produce EM showers along path by pair-production, photo-nuclear

Ê

continuously produces shower along its path

Æ

unique

signature

z

WKW estimate F<

cm

s

sr

for a km

3

detector

for 1 year.

Ê

SalSA could do ~10-100 times better:

Ê

sensitive for M

mp

up to 10

23

eV, far beyond production at

accelerators.

Ê

Flux limit better than typical searches

Anomalous Neutrino Decay

z

Critical parameter for neutrino oscillations and decay is proper time, L/E.

Ê

Solar neutrinos: 150,000 km/5£

6

eV = 30 m/eV

Ê

“SalSA” neutrinos from 4 Gpc/

17

eV = 10

9

m/eV

z

No SM

ν

decay from SM on these time scales

Ê

However,

ν

!

ν

  • J

(J= Majoran)

Ê

Flavor ratios would be from lightest mass eigenstate

z

Beacom,Bell, Hooper, Pakvasa, Weiler

z

ν

e

:

ν

μ

:

ν

τ

z

~1:1:1!

5:1:

Two Good Ideas by Gurgen

Askaryan (I)

Excess charge moving faster than

c/n

in matter emit Cherenkov

Radiation

In dense material R

Moliere

~ 10cm.

λ

<<R

Moliere

(optical case), random phases

P

N

λ

R

Moliere

(microwaves), coherent

P

N

2

ν

ν

ν

d

d

dP

CR

Confirmed with Modern simulations + Maxwell’s equations:

(Halzen, Zas, Stanev, Alvarez-Muniz, Seckel, Razzaque,

Buniy, Ralston, McKay …)

Each charge emits field |E|

e

ik•r

and Power

|E

tot

(^2)

Another

Good Idea from Askaryan (II):

Acoustic Detection

(1957)

sim @1km perp.

z

Verified in beamtests at Brookhaven (J. Learned, L. Sulak…)

RICE Experiment

z

“Radio in Ice Experiment”

z

Dipoles (100-1000 MHz) on AMANDA strings@ South Pole

z

200 x 200 x 200 meter array

z

Uses long attenuation length (view to ~ 7km)

z

E

ν

~

17

eV

z

[V

∆Ω

]» 10 km

3

-sr

z

Status

Ê

published on 333 hour dataset

Ê

results from 3-year dataset

Ê

datataking ongoing

z

Expected events in 5 years:

Ê

~9 TD events

Ê

2-7 GZK events

Ê

~3 GRB/AGN events

Candidate event

I. Kravchenko,

et al

., ICRC-03, astro-ph/

Goldstone Lunar UHENeutrino Search (GLUE)P. Gorham

et al

., PRL 93, 041101 (2004)

Two antennas at JPL’sGoldstone, Calif. TrackingStation z

limits on >

20

eV

ν

’s

z

regolith atten. len. ~20 m

z

~123 hours livetime

z

[V
]

eff

~600 km

3

-sr

z

datataking complete

Earlier experiment: 12 hrs using single Parkes 64m dish inAustralia: T. Hankins

et al

., MNRAS 283, 1027 (1996)