SEARCH FOR THE MAGNETIC MONOPOLE AT ATLAS Sergey Burdin The - - PowerPoint PPT Presentation

search for the magnetic monopole at atlas
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SEARCH FOR THE MAGNETIC MONOPOLE AT ATLAS Sergey Burdin The - - PowerPoint PPT Presentation

SEARCH FOR THE MAGNETIC MONOPOLE AT ATLAS Sergey Burdin The University of Liverpool HEP Seminar @ University of Birmingham Oct 2, 2013 Outline Motivation Past searches Monopole interactions with matter Search at ATLAS


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SLIDE 1

SEARCH FOR THE MAGNETIC MONOPOLE AT ATLAS

Sergey Burdin The University of Liverpool HEP Seminar @ University of Birmingham Oct 2, 2013

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SLIDE 2

Outline

  • Motivation
  • Past searches
  • Monopole interactions with matter
  • Search at ATLAS
  • Prospects

2 Oct 2013

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SLIDE 3

History

  • One of the longest

searches in physics

  • “Epistola de

Magnete” by Petrus Peregrinus

 Characterization of

magnets

 Magnets have two

poles

2 Oct 2013

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SLIDE 4

Maxwell’s Equations

2 Oct 2013

Duality:

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SLIDE 5

Charge quantization

  • The existence of even one

magnetic monopole would explain charge quantization (Dirac 1931)

  • A static system of an electric and a

magnetic monopoles separated by a distance r possesses angular momentum

  • Quantization of angular

momentum charge quantization

2 Oct 2013

,... 2 , 1 ; 2   n n c ge 

If the free electric charge is e/3, gD is larger

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SLIDE 6

Magnetic Monopoles in theory

  • In GUTs, monopoles are the solitons of

the GUT broken symmetries (‘t Hooft & Polyakov)

 Monopole mass  scale of GUT breaking

  • Fermionic and bosonic monopoles

predicted in the breaking of supersymmetric theories (Argyres & Douglas, Seiberg & Witten)

 Monopole mass  scale of SUSY breaking

  • Monopole condensation has been

proposed for EWSB (Csaki & Shirman & Terning)  origin of mass

 Monopoles are the solitons of a new magnetic

force

 Monopole mass  monopole condensation

scale electroweak scale

2 Oct 2013

Electro- weak Theory Grand Unified Theory Theory of Everything

gravity strong weak

electromagnetic

energy

102 GeV 1019 GeV 1016 GeV

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SLIDE 7

Past searches for magnetic monopoles

  • Magnetic monopoles trapped in beampipes

 HERA, CDF/DØ beam-pipe

  • Direct collider searches for monopole-

antimonopole pairs

 LEP: OPAL, MODAL  Tevatron: CDF (DØ)

  • GUT magnetic monopoles

 MACRO, SLIM, RICE, AMANDA, Baikal, etc.

  • Polar rocks - Bendtz et al. PRL 110 (2013) 121803

2 Oct 2013

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SLIDE 8

2 Oct 2013

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SLIDE 9

Summary of past astrophysical searches

2 Oct 2013

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SLIDE 10

Summary of past Collider searches

2 Oct 2013

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SLIDE 11

MoEDAL

  • New experiment at

CERN starts taking data in 2015

  • Passive detectors

around LHCb collision point

 Nuclear Track

Detectors

 Thin plastic foils  Track-etch technique  Trapping Detectors

  • Also sensitive to

massive charged particles Z/β>~5

2 Oct 2013

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SLIDE 12

Classic dirac monopoles

  • Point-like particle

 Assume spin ½

  • Magnetic charge
  • Magnetic coupling
  • Magnetic charge is conserved like electric charge

 lowest mass magnetic monopole should be stable

2 Oct 2013

25 . 34 ~ 4 1 ) (

2 2

      c g

mm

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SLIDE 13

Monopole Production Mechanism

  • Calculation of cross-section

derived from electron-electron scattering using naïve substitution eg (cf. Milton, Schwinger, Kurochkin et al. )

  • Theoretical uncertainties are

large, with no prospect of significant improvement

2 Oct 2013

  • Coupling constant mm34  no

perturbative expansion

  • Often modelled by Drell-Yan pair

production

Tevatron LHC

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SLIDE 14

ATLAS Detector

2 Oct 2013

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SLIDE 15

Transition Radiation Tracker and LAr Calorimeter

2 Oct 2013

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Transition Radiation Tracker (TRT)

  • Drift-tube straws filled with Xe

gas

  • Surrounded by radiator foils

 Transition radiation photons

deposit additional energy

  • Two readout thresholds

1.

Low threshold (LT) for tracking

2.

High threshold (HT) for electron identification

  • Large energy deposits from

monopole and multiple δ-rays yield HT TRT hits

2 Oct 2013

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SLIDE 17

LAr Electromagnetic Calorimeter

  • Second of three layers has best

spatial resolution

  • Ionizing particles in liquid argon

create electron-ion pairs

  • The electric field ED = 10 kV/cm

is applied to collect ionization electrons

 Scale charge appropriately to

determine energy deposited

2 Oct 2013

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SLIDE 18

Monopole Energy loss

  • Ionization dominates:

(zeeq)2=(gβ)2

  • For β=1 :

(dE/dx)mm= 4700 (dE/dx)m.i.p.

  • Highly Ionizing Particle (HIP)

 Narrow high-energy deposits  Lots of δ-rays near trajectory

2 Oct 2013

S.P. Ahlen, Phys. Rev. D14, 2935 (1976); D17, 229 (1978); Rev. Mod. Phys. 52, 121 (1980).

M=1000 GeV/c2 in Ar

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SLIDE 19

Equations of Motion

  • Monopoles accelerated by magnetic field 

bend in r-z plane but is straight in r-φ

2 Oct 2013

dp dt = gB

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SLIDE 20

Monopole Signature

  • Straight r-φ track

in the tracker

  • Monopoles are

highly ionizing

  • Presence of many

-rays

 lots of TRT high

threshold hits

  • Ionization

dominates dE/dx

No LAr

calorimeter shower

Narrow energy

deposit

2 Oct 2013

1200 GeV Magnetic Monopole

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SLIDE 21

Analysis Strategy

  • Search for straight r-φ track in the tracker

 Many hits from -rays confuse standard tracking algorithm  Too many tracks are found  Use special reconstruction algorithm  Take only TRT hits for simplicity  Prove that hits from low energy -rays are understood

  • Search for narrow cluster in the LAr calorimeter

 Calibrate the LAr calorimeter recombination correction for

highly ionizing particles using published heavy ion data

  • Derive data-driven background estimate using ABCD

method

2 Oct 2013

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SLIDE 22

Analysis Strategy

  • Want model-independent result as much as is

possible

 Use single-particle Monte Carlo (MC) samples to get

EK vs  efficiency maps

 Extract a cross-section limit for monopoles produced

in a given EKsinθ vs  range (fiducial region) where efficiency is high

  • To set a mass limit and compare to CDF result

[PRL96, 201801(2006)]

  • Assume Drell-Yan pair-production
  • Efficiency determined by kinematics
  • Cross-section prediction (with large uncertainties)

2 Oct 2013

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SLIDE 23

Monopole Monte Carlo Simulation

2 Oct 2013

  • Implement full GEANT4 simulation of magnetic

monopoles

  • Equations of motion
  • Ionization
  • -ray production
  • LAr recombination correction for highly ionizing particles

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SLIDE 24

No Bending in r- Plane

2 Oct 2013

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SLIDE 25

Bending as Expected in r-z Plane

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SLIDE 26

Recombination in LAr Calorimeter

 Some electron-ion pairs may recombine

  • Electrons that have recombined will not be collected by

electrodes  ionization signal is reduced and energy deposition is underestimated

  • Birks’ Law describes electron-ion recombination effects
  • Default Birks’ constant measured with ICARUS LAr Time

Projection Chamber using cosmic ray muons and protons

→over-suppresses signal at high dE/dx

2 Oct 2013

dx dE E k E E

LAr D vis

/ ) /( 1 1   

  • J. B. Birks, Proc. Phys. Soc A64 (1951) 874.

)/MeV cm (kV/cm)(g/ 0006 . 0486 .

2

  k

  • S. Amoruso et al., NIM A523, 275 (2004).

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SLIDE 27

Extending Birks’ Law to HIPs

  • Used GEANT4 to simulate heavy ion beams

traversing a box of LAr

  • Compared simulation to published

experimental heavy ion results

2 Oct 2013

1.

  • E. Shibamura et al., Nucl. Instrum. Meth. A260, 437 (1987).

2.

  • T. Doke et al., Nucl. Instrum. Meth. A235, 136 (1985).

3. H.J. Crawford et al., Nucl. Instrum. Meth. A256, 47 (1987).

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SLIDE 28

Heavy ion Data-Simulation Comparison

  • MC significantly

underestimates visible energy for high dE/dx

  • Parameterize this

discrepancy for HIP visible energy correction

2 Oct 2013

[kV/cm]

D

Electric Field E 2 4 6 8 10 /E

vis

E

  • r

¥

I/I 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 a) H ions

Data Simulation

dE/dx [MeV/cm] 10

2

10

3

10

4

10

¥

I/I 0.2 0.4 0.6 0.8 1 [kV/cm]

D

Electric Field E 2 4 6 8 10 /E

vis

  • r E

¥

I/I 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 f) Au ions

Data Simulation HIP Correction

ED=7 kV/cm

ED=7 kV/cm H He Ne Fe La Au Birks’ Law

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SLIDE 29

HIP Correction to Birks’ LAW IN LAR

  • Birks’ Law describes electron-ion recombination

effects in LAr  over-suppresses signal at high dE/dx

  • Use published heavy ion data in LAr to derive HIP

correction

  • Burdin, Horbatsch & Taylor, Nucl. Instrum. Meth. A664 (2012)

111.

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SLIDE 30

e, γ: 0.07 High

Photons 1.1MeV Electrons 0.6MeV TRT PAI Electrons 0.6MeV G4

  • Rays in the TRT
  • Propagation and dE/dx
  • f low energy -

electrons in TRT simulation have been validated by comparison of the simulation to teststand measurements done by A.Romaniouk in 1995

2 Oct 2013

δ

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SLIDE 31

Monte-Carlo Samples

  • Signal samples

 Single particle samples for m=200-1500 GeV/c2  MadGraph Drell-Yan samples for m=200-1200 GeV/c2

  • Background samples

 Dijet events of various transverse momentum ranges  Zee, We  +jets  t-tbar

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SLIDE 32

Monopole Reconstruction

  • Use electron trigger of 60 GeV threshold
  • Look for narrow cluster in LAr calorimeter
  • Count number of TRT hits in window around cluster

Select events where the number of TRT hits and the fraction of HT hits are above some threshold

2 Oct 2013

1200 GeV Magnetic Monopole

[mm]

TRT

X

  • 1000
  • 800
  • 600
  • 400
  • 200

[mm]

TRT

Y 200 400 600 800 1000 ATLAS Simulation

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SLIDE 33

Final Selection Variables

  • EM cluster size σR
  • High-threshold TRT

hit fraction fHT=nHTTRT/nTRT

2 Oct 2013

R

s 0.01 0.02 0.03 0.04

HT

f 0.2 0.4 0.6 0.8 1

Data 2011 Monopole MC

A C D B ATLAS

  • 1

L dt = 2.0 fb

= 7 TeV s

ò

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SLIDE 34

No events in the signal region

2 Oct 2013

R

s 0.01 0.02 0.03 0.04

HT

f 0.2 0.4 0.6 0.8 1

Data 2011 Monopole MC

A C D B ATLAS

  • 1

L dt = 2.0 fb

= 7 TeV s

ò

  • No events observed in 2 fb-1

→nA=0, nB=5, nC=16, nD=7001

  • Expected background in the signal region A: μbkg=0.022±0.018

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SLIDE 35

Efficiencies (Includes ACCEPTANCE)

2 Oct 2013

Drell-Yan events

[GeV]

kin T

E 500 1000 1500 2000 2500 3000 Efficiency 0.2 0.4 0.6 0.8 1 1.2 ATLAS Simulation

Monopole mass 200 GeV Monopole mass 1500 GeV

Single-particle events

h

  • 3
  • 2
  • 1

1 2 3 [GeV]

kin T

E 500 1000 1500 2000 2500 3000 Efficiency 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 ATLAS Simulation Monopole mass 800 GeV

|η|<1.37

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SLIDE 36

Results

  • Given no data events
  • bserved in the signal

region the CLs method yields 95% CL limits for different monopole masses distributed around 3 events

 Converted to cross-

sections using either number of expected signal events in case of the DY production mechanism or directly using efficiency (80%) and luminosity in the case of the model- independent production mechanism

2 Oct 2013

[GeV] m 200 400 600 800 1000 1200 1400 Monopole cross section [fb]

  • 1

10 1 10

2

10

3

10 Observed limit (DY) ATLAS Data 2011

ò

= 7 TeV s

  • 1

L dt = 2.0 fb Observed limit in fiducial region

  • G. Aad et al., PRL 109, 261803 (2012).

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SLIDE 37

Drell-Yan mass limit

2 Oct 2013

M=862 GeV/c2

[GeV] m 200 400 600 800 1000 1200 1400 Monopole cross section [fb]

  • 1

10 1 10

2

10

3

10 Observed limit (DY) ATLAS Data 2011

ò

= 7 TeV s

  • 1

L dt = 2.0 fb Observed limit in fiducial region

M=862 GeV/c2 Theory DY (sketch)

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SLIDE 38

Future monopole searches at ATLAS

  • A new trigger was introduced in September 2012

to select magnetic monopoles

 Uses a reconstruction algorithm similar to 2011 analysis  L1 EM threshold is reduced to 18 GeV better

efficiency for lower energy monopoles

  • Extend search to higher magnetic charges, dyons,

spin-O

  • A proposal for a TRT-based L1 hardware trigger is

being prepared

2 Oct 2013

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SLIDE 39

Collider cross-section limits

2 Oct 2013

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SLIDE 40

Prospects for LHC searches (after ~2 years @14TeV)

2 Oct 2013

This limit (added by speaker)

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SLIDE 41

Comparison to the first results from MoEDAL

  • First results from MoEDAL Magnetic Monopole Trapper were presented

by Philippe Mermod (University of Geneva) at the EPS2013

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SLIDE 42

Conclusion

  • First LHC search for monopole has been

published (PRL 109 261803 (2012))

 We set the reference

  • No magnetic monopole yet but
  • “one would be surprised if Nature had made

no use of it.” (Dirac, 1931)

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