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The Collider The Collider

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Phenomenology of Vectorlike Confinement Can Kılıç University of Texas at Austin work done with Takemichi Okui arXiv 10014526 JHEP 1004128 2010  Takemichi Okui Raman Sundrum arXiv 09060577 JHEP 1002018 2010 ID: 500319

mass decay jets physics decay mass physics jets multi lhc champs stable hadrons production energy searches signal irreducible rich

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Slide1

The Collider

Phenomenology of Vectorlike Confinement

Can Kılıç

, University of Texas at Austin

work done with: Takemichi Okui (arXiv: 1001.4526, JHEP 1004:128, 2010 )

Takemichi Okui, Raman Sundrum (arXiv: 0906.0577, JHEP 1002:018, 2010)

Steffen Schumann, Minho Son (arXiv: 0810.5542, JHEP 0904:128, 2009)

Takemichi Okui, Raman Sundrum (arXiv: 0802.2568, JHEP 0807:038, 2008)Slide2

Introduction

The are well into the LHC era.

We

know

that there must be new physics.

Situation very different from previous experiments. No single compelling extension of SM.

Tension for solutions to hierarchy problem from direct searches and precision data.Slide3

What Might Lie Ahead

M

Planck

v

New Physics

The good

(no-tuning):

we just haven’t found the magic theory yet.Slide4

What Might Lie Ahead

M

Planck

v

New Physics

The bad

(severe fine-tuning)

nothing to be seen at LHC except elementary Higgs boson.Slide5

What Might Lie Ahead

The ugly (“meso-tuning”)Look for low-mass tail

M

Planck

v

New Physics

LHC reachSlide6

A Different Angle

Meso-tuning: how to proceed?We take the absence of low energy signatures as a hint

.

A simple module that can fit into of bigger picture.

Theoretically generic

Signatures:

discoverable?

distinguishable?

M

Planck

v

New Physics

LHC reachSlide7

Safe Strong Interactions

LHC Phenomenology of BSM physics dominated by pair production / resonant production: many constraints

Not all possibilities fully explored.

Strong interactions at TeV scale

have been associated with EW-breaking. Signatures very strongly influenced.

Can there be

safe low energy sector

?

Analogy with sub-GeV e+ e- collider. Rich phenomenology from a minimal theory.Slide8

Analogy in a PictureSlide9

Low Energy QCD – A Brief Review

Begin by strongest interactions (

u,d

only)

 special because it is light. Guaranteed by breaking of flavor symmetry.

ρ

special because it is the lightest meson that can be resonantly produced once we add electromagnetism. Decays to

 .

’s and baryons stableSlide10

Consequences of adding electromagnetism

(

q

u

= 2/3 ,

q

d

= -1/3)

ρ/

γ mixingresonant production

 charges mass differenceNeutral  can decay

Low Energy QCD – A Brief ReviewSlide11

Both up and down number still conserved, charged

 so far stable, turn on weak interactions.Charged

 can now decay.

Need light particles for charged

to decay, introduce leptons: non-strongly interacting particles.

as well as neutron decay.

Proton still stable.

Low Energy QCD – A Brief ReviewSlide12

Could Lightning Strike Twice?From a simple UV theory to rich IR Physics

Hypercolor: New fundamental interaction with scale

Λ

HC

.

“Hyper-pions” lightest. Guaranteed by breaking of flavor symmetry.

Hyperpions and baryons stable at this point.

Hyper-

ρ

is the lightest hyper-meson that can be resonantly produced, decays to 2Slide13

Could Lightning Strike Twice?From a simple UV theory to rich IR Physics

Turn on SM interactions (weak+hypercharge

)

hyperfermions

charged under SM.

SM breaks many of the flavor numbers, introduce “species” of

hyperfermions

. (e.g. color triplet)

Each SM gauge boson can mix with a , resonant production. charges (not only electromagnetic)Radiative

masses forAnomaly of neutral pion decay can decay hyper-pion with zero species number ( - short)Species number unbroken. Leads to stable . Slide14

Could Lightning Strike Twice?From a simple UV theory to rich IR Physics

- long stable, SM charged.

Introduce

hyper-weak interactions.

can now decay to a pair of SM fermions (quark or lepton).

Hyper-baryons can be stable or they can decay.Slide15

Recap

For each SM gauge boson, there can be a , with mass ~ Λ

HC

.

masses from

radiative

effects / EWSB /

hyperquark

masses. Produced through SM or through decay. either collider-stable or decay to pairs of SMGBSlide16

Attractive features

PrecedentFlavor blind, therefore safe from low energy searches. You don’t see new physics coming until you produce it directly.

Dilepton

/

dijet

resonance searches evaded.

Rich phenomenology: A minimal theory naturally gives rise to an array of distinct collider signatures (multi-photons, CHAMPs, R-hadrons,

multijets

).

Few free parameters.Slide17

Benchmark I: Without Color

CHAMP and multi-photon production.Spectrum: W’,Z’,B’ at

Λ

HC

. Slide18

Benchmark I : Mass pointsSlide19

Benchmark I: CHAMP signal

Doubly charged scalar decays promptly to CHAMP, decay products unobservableseveral processes add to “CHAMP production”

DistributionsSlide20

CHAMPs: Triggering

Production away from threshold because of spin-1 intermediate state.Acceptance (|

|<2.5) over 90% for all mass points.

Time lag to muon system.Slide21

CHAMPs: BoundsSlide22

CHAMPs: Prospects

Moderate β: TOF, dE/dx, curvature

High-

β

: Analysis by Adams et al. (arXiv: 0909.3157) uses the fact that muons are no longer MIPs at these energies. (200 pb

-1

at 10 TeV)Slide23

CHAMPs: VC Signatures

Can verify spin-1 s-channel productionresonanceSlide24

3γ+W: Final States

Production channels: +-,+0 or -0 (no 00, therefore no 4

γ

)

 decays

also 2

γ

from (WZ)(

γγ)(res) / (

γZ)(γW) and (γ

W)(γW)(non-res) – relevant for GMSB searches.Since 3

γ rate comparable, focus on the easier case.Should be easy to distinguish from (fermiophobic) HiggsSlide25

3γ+W: BG

BG: Taking guidance out of h->

γγ

searches, we expect irreducible BG to be O(1) fraction of total BG.

Scale up irreducible BG by x10. (MG

γγ

+jet(s) /

Pythia

/ PGS)

Signal done with batch mode of CalcHep /

Pythia / PGShard pT cut to reduce BGSlide26

3γ+W: BG

BG: Taking guidance out of h->

γγ

searches, we expect irreducible BG to be O(1) fraction of total BG.

Scale up irreducible BG by x10. (MG

γγ

+jet(s) /

Pythia

/ PGS)

Signal done with batch mode of CalcHep /

Pythia / PGShard pT cut to reduce BGSlide27

3γ+W: BG

BG: Taking guidance out of h->

γγ

searches, we expect irreducible BG to be O(1) fraction of total BG.

Scale up irreducible BG by x10. (MG

γγ

+jet(s) /

Pythia

/ PGS)

Signal done with batch mode of CalcHep /

Pythia / PGShard pT cut to reduce BGSlide28

3γ+W:

Use resonance mass from previous part

Define best W candidate

for leptonic W, solve for neutrino rapidity, reconstruct scalar

for hadronic W, take pair (pT>20,

Δ

R<2

) with 70GeV<m

jj<90GeV

Reconstruct ECMConsistency check with CHAMP distributionSlide29

Benchmark II: With Color

R-hadron and multi-jet production

Two resonances, g’ and B’.Slide30

Benchmark II: Mass PointsSlide31

R-hadrons

Large cross section from QCDDistributionsEffect of gg initial state

Hadronization, comparison to CHAMPsSlide32

R-hadrons: Triggering

Very similar kinematics to CHAMPs, good triggering efficiency.Acceptance over 80% for all mass points.Slide33

R-hadrons: VC Signatures

Evidence for g’ resonanceSmaller mass gap4 R-hadron productionSlide34

Multi-jets: Tevatron

Signal dominantly from valence quark initial state, background from gluons. 2

2 vs. 2

many

4j with similar pT. Use pT

1

>120GeV for trigger, 1fb-1 data, 2fb

-1 bgCone jets, ΔR=0.7

For mg’=350GeV use pT4

>40GeV, Δminv

<25GeVFor mg’=600GeV use pT

4>90GeVSlide35

Multi-jets: LHC

For mg’

=750GeV use pT

4

>150GeV,

Δ

m

inv

<50GeV (1fb-1

of data)For mg’=1.5TeV use pT

4>250GeV (10 fb-1 of data)

<2 for all partons,

cone jets, ΔR=0.5

Straightforward to discover scalarSliding cutg’ more tricky.Slide36

Multi-jets at the LHC: BoundsSlide37

Multi-jets: LHC (g’)

Boldly go where no one has gone before: 8 jets.Large cross section for g’ pair production.

Self-calibrating search: m

inv

cuts from 4j, pT cuts from hT.

After pT cuts, signal and bg comparable.Slide38

Multi-jets: LHC (g’) Analysis

parton level truth – PGS level jet matching

Take 4 hardest jets, 4 more out of next 6.

All pairings, use result of 4j analysis

Plot mass of g’ candidates: signal accumulates

Background sanity check: cannot do 2

8 unweighted events, do 26 and shower.

Cross-check with R-hadronsSlide39

Conclusions

VC: QCD-like theories with rich phenomenology, safe from low energy precision tests.

Vector states can be resonantly produced, decay to naturally light scalars.

Scalars have short-lived and collider stable species.

Short-lived scalars decay to a pair of SM gauge bosons.

Long lived scalars appear as CHAMPs / R-hadrons.

Benchmarks

without color: multi-photons, CHAMPs

with color: multi-jets, R-hadrons

Kinematic reconstruction possible in all final states

Novel signatures: Resonances, 4 R-hadronsOther possibilities: decay to fermions, cascades, DM candidatesSlide40

Backup SlidesSlide41

Backup SlidesSlide42

Backup Slides

Anomaly first in shape – then in normalization