Highlights from New Physics Group Report
Meenakshi Narain (Brown University) Markus Luty (UC Davis) Yuri Gershtein (Rutgers) LianTao Wang (U Chicago) Daniel Whiteson (UC Irvine)
Highlights from New Physics Group Report Meenakshi Narain (Brown - - PowerPoint PPT Presentation
Highlights from New Physics Group Report Meenakshi Narain (Brown University) Markus Luty (UC Davis) Yuri Gershtein (Rutgers) LianTao Wang (U Chicago) Daniel Whiteson (UC Irvine) Report and whitepapers Link to NP report (working version)
Meenakshi Narain (Brown University) Markus Luty (UC Davis) Yuri Gershtein (Rutgers) LianTao Wang (U Chicago) Daniel Whiteson (UC Irvine)
Meenakshi Narain - July 2013 2
Meenakshi Narain - July 2013 3
– The `discovery stories' rely heavily on the white papers
– in each case a particular model where a discovery can be made at LHC Run 2 (14 TeV with a luminosity of 300/fb). – In each case, such a discovery suggests one or more natural candidate models that can be studied in more detail at future experimental facilities.
Meenakshi Narain - July 2013 4
Meenakshi Narain - July 2013 5
6
– Model independent determination require high statistics (HL-LHC). – Lepton colliders important for further exploration e.g. measurement of properties – understanding the full spectrum needs higher energies (VLHC)
Meenakshi Narain - July 2013 7
significantly heavier than the lightest supersymmetric particle (LSP)
– LSP which is stable and appears in the detector as missing energy.
run 2 will extend the reach in searches for superpartners
– chargino 𝝍± reach: ~500-600 GeV, neutralino 𝝍0: ~650 GeV.
Possibility to “rule out naturalness” with 𝜈 ~700 GeV ONLY using 300 fb-1
– light neutralinos and charginos clustered around 200 GeV, the lightest neutralino is a mixture of bino and Higgsino and a viable dark matter candidate. Mass of lightest squark ~1.3 TeV
high significance and no other signal of new physics is observed.
– mass diff between the colored particle and the stable neutral particle (MT2?). – Difficult to get more information about the spectrum. – Rate difficult to interpret due to an unknown number of similar states, & multiple decays.
Meenakshi Narain - July 2013 9
– universal extra dimensions model have extra-dimensional excitations for all SM particles that give rise to similar signals.
gauginos, as well as the branching fractions in their transitions.
sleptons are not important for the thermal relic density of the LSP.
– SUSY is established and the sleptons are the last major missing piece of the puzzle.
An ILC upgrade, or CLIC or a muon collider would be strongly motivated to search for these. To observe higher mass colored super partners: need LHC33 or VLHC.
10
– LHC Run 2: 40 signal evt, 3.1 σ – At least 5 σ at HL-LHC – Reach scales up at higher energy pp colliders.
ATLAS, CMS whitepaper
– Initial estimate from production rate with model assumptions. – Model independent determination require high statistics (HL-LHC).
– neutralino in the model accounts for the observed amount of the Dark Matter in the
– HL-LHC has a chance to see soft leptons from the gaugino transitions in the cascades. – At 500 GeV ILC sleptons & lighter gauginos are accessible, and their mass and quantum numbers will be measured. Measuring tau polarization can get higgsino fraction of the lightest neutralino.
A. Lobanov , B. I.-A. Melzer-Pellmann
Naturalness suggests light superpartners to be produced at the TeV scale
If R-parity is not conserved, then
– missing energy is no longer a generic signature of SUSY at colliders. – Dark matter would be explained by a particle other than the LSP. Case 1: stop as a 3rd generation lepton quark stop→𝜐+b
Case 2: stop →top+𝝍0 & 𝝍0→jjj
Daniel Duggan, Jared Evans, James Hirschauer, Ketino Kaadze, Amit Lath, David Kolchmeyer, and Matthew Walker.
After Discovery:
plausible other interpretations
– double higgs decay hh→𝜐𝜐bb. spin-1 third generation LQ etc.
associate channels)
– looks for sbottoms, electroweakinos (lighter than stop), gluino pair production…
– able to probe the electroweakino sector essentially without loopholes for and neutralino masses up to half the center of mass energy. – In this scenario, the 500 GeV ILC will probe a significant region of the parameter space
colliders will further extend the reach.
– Property determination require high statistics – Lepton colliders are complementary to the LHC and necessary to resolve/understand different couplings and other properties
Meenakshi Narain - July 2013 15
– useful when facility does not have the necessary center-of-mass energy to produce on-shell mediators.
16
χ ¯ χ e− e+ γ χ ¯ χ ¯ q q g
[GeV]
χm 1 10
210
310 [GeV]
*
M
310
410
D5
pp100, 3/ab pp33, 3/ab LHC14, 3/ab LHC14, 300/fb LHC7, 5/fb EFT Invalid Thermal relic[GeV]
χm 1 10
210
310 ]
2χ SI
10
10
10
10
10
10
10
10
10
10
10
10
10
10
10
LHC7, 5/fb LHC14, 300/fb LHC14, 3/ab pp33, 3/ab pp100, 3/abD5
CoGeNT 2010 CDMS low-energy XENON100 2012 XENON1T
mass scale of the unknown interaction M* WIMP-nucleon cross section limits
[GeV]
Z’m 10000 20000 30000 40000 50000 60000 70000 80000
Z’g
10 1 10
100 TeV, 3000/fb
=100
χLimit, m =100
χFixed M^*, m =1000
χLimit, m =1000
χFixed M^*, m
100 TeV, 3000/fb
expected limits on coupling g’Z Results for on-shell mediators: Z’
signatures: photon+missing energy advantages:
– polarization of the initial state may be controlled
dependent couplings.
– sensitivity to WIMP mass through its effect on the observed photon total energy
– equal: couplings are independent of the helicity of the initial state, – helicity: couplings conserve helicity and parity, and – anti-SM: WIMPs couple only to right-handed electrons (left-handed positrons)
17
extra-dimension, GUTs…
– LHC Run 2: ~5 TeV
18
[GeV]
Z’
m
4000 6000 8000 10000 B [pb] σ
10
10
10
10
10
10
10 1 10
Expected limit σ 1 ± Expected σ 2 ± Expected
(Simulation) Preliminary ATLAS
ll → Z’ = 14 TeV s
L dt = 3000fb
∫
) [GeV]
+
µ m(
1000 2000 3000 4000 5000 6000 7000
*Br (pb) σ
10
10
10
10
10
10 = 14 TeV s CMS Projection Preliminary, with 300/fb σ discovery at 5 with 1000/fb σ discovery at 5 with 3000/fb σ discovery at 5 (LO)
SSMZ’ (LO)
χZ’ (LO)
ηZ’ (LO)
ψZ’
= 14 TeV s CMS Projection Preliminary,
10 20 30 40 c y h LR B-L SSM MZ' HTeVL
ILC 500 GeV 500 fb-1 H-0.8,-0.3L s@allD H+0.8,+0.3L s@allD H+0.8,+0.3L AFB@m-m+D ILC 1000 GeV 1000 fb-1 H-0.8,-0.2L s@allD H+0.8,+0.2L s@allD H+0.8,+0.2L AFB@m-m+D
– combining the measurements can be very valuable in distinguishing different models.
searches at colliders.
19
] (fb)
+
µ
[ σ
560 565 570 575 580
]
+
µ
[
FB
A
0.465 0.47 0.475 0.48 0.485
=1 (4)
2
χ Δ =(+0.3,+0.8), 3 TeV Z’,
+e
P
ILC 500 GeV 500 fb
χ ψ η LR B-L SSM SM ] (fb)
+
e
σ
0.4 0.6 0.8 1 1.2 1.4 1.6 1.8
]
+
e
FB
A
0.05 0.1 0.15
=4
2
χ Δ , 3 TeV Z’,
LHC 14 TeV 300(3000) fb χ ψ η LR B-L SSM
sector.
EWSB extensions
– 3 important parameters: α, β, gHhh (Choose MSSM-like gHhh to simplify) – Cross section and branching ratios still complicated functions of α, β
20
[GeV]
H
m 200 300 400 500 600 700 800 900 1000 ZZ) [fb] → BR(H × H) → (pp σ 10
2
10
3
10
4
10
= 0 >
PUN = 14 TeV with < s at
Ldt = 300 fb
∫
= 50 >
PUN = 14 TeV with < s at
Ldt = 300 fb
∫
= 0 >
PUN = 14 TeV with < s at
Ldt = 3000 fb
∫
= 140 >
PUN = 14 TeV with < s at
Ldt = 3000 fb
∫
Signal Significance σ 5
) α
cos(
0.2 0.4 0.6 ) β tan( 1 2 3 4 5 6
95% CL Allowed Region
Blue: 300/fb w/ 50 PU green 3000/fb w/ 140 PU red: existing limit. Eric Brownson, N. Craig,
and John Stupak III
21
) α
cos(
0.2 0.4 0.6 ) β tan( 1 2 3 4 5 6
95% CL Allowed Region
Blue: 300/fb w/ 50 PU green 3000/fb w/ 140 PU
m(A) [GeV]
200 400 600 800 1000 1200 1400
Events / 20 GeV
10 1 10
2
10
3
10
4
10
5
10
6
10
B, Bj, Bjj-vbf, BB, BBB tj, tB, tt, ttB h Zh (m = 300 GeV) → A Zh (m = 500 GeV) → A Zh (m = 800 GeV) → A= 50 >
PUN = 14 TeV with < s at
Ldt = 300 fb
∫
200 250 300 350 400 450 500 10 10
1
10
2
MA (GeV) σ × BR limit (gg → A → HZ → bbll) (fb) 5σ discovery mH=50 GeV mH=125 GeV mH=200 GeV
Baradhwaj Coleppa, Felix Kling, Shufang Su Eric Brownson, N. Craig,
and John Stupak III
[GeV]
T
m 400 600 800 1000 1200 1400 1600 1800 2000 [pb] σ
10
10
10 1
>=0
PU=14TeV with <N s at
σ 3 >=0
PU=14TeV with <N s at
σ 5 >=0
PU=14TeV with <N s at
σ 3 >=0
PU=14TeV with <N s at
σ 5 theory
22
[GeV]
T
m 400 600 800 1000 1200 1400 1600 1800 2000 [pb] σ
10
10
10 1
>=0
PU=14TeV with <N s at
exp - 300fb >=0
PU=14TeV with <N s at
exp - 3000fb theory
95% CL Exclusion
Mass [GeV]
5/3
T
1700 1800 1900 2000 2100 2200
Significance
1 2 3 4 5 6 7 8 9 10
= 33 TeV, 140 Pileup s Simulation,
300 fb
3000 fb
Saptaparna Bhattacharya, Jimin George, Ulrich Heintz, Ashish Kumar, Meenakshi Narain, and John Stupak III
energy scale Λ .
– Evidence for contact interactions appear as an enhancement of dijet production with large dijet invariant mas and angle relative to the beam axis
23
q ¯ q q ¯ q q ¯ q ¯ q q
TeV
10
210
LL,RR +
Λ 95% CL limit on
V-A +
Λ 95% CL limit on threshold
jj
m
=7 TeV s
L=2 fb =14 TeV s
L=300 fb =14 TeV s
L=3000 fb =33 TeV s
L=3000 fb =100 TeV s
L=3000 fb
VLHC@100 TeV probe scales above 125 TeV S Upadhyay, N. Varelas, F. Yu, and D. Whiteson.
with higher energy will be needed to directly produce the new heavy particle that mediates the interaction of the quark constituents.
would correspond to excluding a Z’ with mass 1200 GeV, gZ’=0.12.
24
1000 2000 3000 4000 5000 6000 7000 0.0 0.5 1.0 1.5 2.0 2.5 MZ'B (GeV)
gB
14 TeV 10 fb1 300 fb1 3 ab1 33 TeV same lums.
5000 10 000 15 000 20 000 25 000 30 000 35 000 0.0 0.5 1.0 1.5 2.0 2.5 MZ'B (GeV)
gB
14 TeV same lums. 33 TeV same lums. 10 fb1 300 fb1 100 TeV 3 ab1
Meenakshi Narain - July 2013 25
Meenakshi Narain - July 2013 26
quantum field theory. Test it as much as we can. LHC Run 2: O(0.01), 100 TeV VLHC O(0.0001).
Need Higher energy to explore fully the WIMP scenario.
Precision measurements, flavor, seems to indicate NP is heavier, perhaps ≳ 10 TeV.
– New spacetime symmetry. Unification....
– Natural extension. Compositeness works (e.g. QCD).