Lecture 18 - Beyond the Standard Model
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1 Lecture 18 - Beyond the Standard Model Why is the Standard Model incomplete? Grand Unification Baryon and Lepton Number Violation More Higgs Bosons? Supersymmetry (SUSY) Experimental signatures for SUSY 1
2 Why is the Standard Model incomplete? The Standard Model does not explain the following: The relationship between different interactions (strong, electroweak and gravity) The nature of dark matter and dark energy The matter-antimatter asymmetry of the universe The existence of three generations of quarks and leptons Conservation of lepton and baryon number Neutrino masses and mixing The pattern of weak quark couplings (CKM matrix) 2
3 Grand Unification The strong, electromagnetic and weak couplings α s, e and g are running constants. Can they be unified at M X GeV? We would also like to include gravity at the Planck scale M X GeV. Is string theory a candidate for this? 3
4 SU(5) Grand Unified Theory (GUT) Simplest theory that unifies strong and electroweak interactions (Georgi & Glashow) Introduces 12 gauge bosons X and Y at M X GeV These are known as leptoquarks. They make charged and neutral couplings between leptons and quarks Explains why Q ν Q e = Q u Q d Existence of three colors is related to fractional quark charges Predicts proton decay p π 0 e + 4
5 Prediction of sin 2 θ W Loop diagram with f f pair couples a Z 0 boson to a photon In electroweak theory the Z 0 and γ are orthogonal states The sum of loop diagrams over all fermion pairs must be zero: Q(I3 Q sin 2 θ W ) = 0 sin 2 θ W = QI3 Q 2 In a Grand Unified Theory (GUT) the sum is taken over a fermion supermultiplet [ν e, e, d r, d g, d b ] sin 2 θ W = 0.375, but at electroweak scale sin 2 θ W = 0.22! GUT predicts the running of sin 2 θ W from at s = M W to at GeV 5
6 Proton Decay The leptoquark couplings in GUTs do not conserve baryon and lepton number, only the combination B-L Γ(p π 0 e + ) 0 τ p M4 X α 2 m 5 p years This is age of universe - not a problem for our existence Large underground experiments (Kamiokande...) have looked for proton decays. None seen so τ p > years. Minimal SU(5) GUT is ruled out by absence of proton decay signal Non-minimal SO(10) GUT is not ruled out. Predicts different decay modes, e.g. p K + ν. 6
7 Matter-Antimatter Asymmetry The Sakharov conditions for generating the matter-antimatter asymmetry of the universe: C and CP violation in quark or lepton decays. Baryon number violation. Departure from thermal equilibrium during the early universe. Baryogenesis: Non-conservation of baryon number in quark decays and CP violation between quark and antiquark decays. Note that CP violation due to CKM matrix is too small by 10 9 Leptogenesis: Non-conservation of lepton number and CP violation in the lepton sector. This leads to non-conservation of baryon number by conservation of B-L. Could be associated with neutrino masses and mixing 7
8 Multiple Higgs Doublets The Standard Model only requires one Higgs doublet, and one physical Higgs boson H 0 It is straightforward to increase the number of doublets, e.g. A doublet that couples to d-type quarks and charged leptons A doublet that couples to u-type quarks Suppresses Higgs contributions to flavour-changing neutral currents In a two Higgs doublet model there are eight φ variables of which three get eaten during electroweak symmetry breaking. There are two vacuum expectation values v 1, v 2 with tanβ = v 1 /v 2, and v v 2 2 = v 2 where v = 246 GeV There are five physical Higgs bosons H +, H, h 0, H 0, A 0 N.B. there are no charged Higgs bosons in the Standard Model! 8
9 Experimental Signatures for Charged Higgs For a charged Higgs 100 < M H + < 170 GeV: t bh + H + W + h 0 h 0 b b For a light charged Higgs M H + < 100 GeV: e + e H + H H + c b H τ ν τ Indirect constraints from rare decays B + τ + ν τ and b sγ. Expressed as limits in and tan β. M + H 9
10 Supersymmetry (SUSY) Every Standard Model (SM) particle gets a supersymmetric (SUSY) partner: New S = 0 bosons (sfermions) Quarks Squarks Leptons Sleptons Neutrinos Sneutrinos New S = 1/2 fermions (neutralinos and charginos) Gluon Gluino Photon Photino W,Z bosons Wino,Zino Higgs boson Higgsino 10
11 Pros and Cons of SUSY Solves mass hierarchy problem (GUT Electroweak scale) Higgs and fermion loop contributions cancel precisely with SUSY partners at all mass scales between 10 2 and GeV Suppresses flavour-changing neutral currents The lightest neutralino is a dark matter candidate No experimental evidence yet for SUSY particles SUSY particle masses and mixings are unknown Many new parameters compared to Standard Model String theories that include gravity are naturally supersymmetric 11
12 The Minimal Supersymmetric Model (MSSM) The MSSM requires two Higgs doublets: The masses of the lightest Higgs, h 0 and H ± are 100 GeV The MSSM conserves R-parity: The number of SUSY particles is conserved (can t change SUSY particles into normal particles) The MSSM assumes minimal flavour violation (MFV) Flavour couplings of SUSY partners are same as Standard Model All data are consistent with MFV Indirect constraints on the allowed parameters of the MSSM 12
13 SUSY masses from Direct Searches From not seeing anything at LEP-II: chargino masses > 100 GeV slepton masses > 100 GeV From not seeing anything at the Tevatron: gluino mass > 300 GeV squark masses > 300 GeV... but a light stop squark is still allowed > 100 GeV From these can infer a lower bound on the lightest SUSY particle neutralino masses > 50 GeV (LSP) This still allows the LSP to be the dark matter of the universe! SUSY Higgs masses: 114 < m h < 150 GeV m H + > 80 GeV m A > 90 GeV 13
14 Squarks and Gluinos at the Large Hadron Collider An example of a signature for SUSY at the LHC: Cascade from gluino to lightest neutralino (stable) gluino squark(+ q) neutralino(+q) slepton(+ l) LSP(+l) Can reconstruct gluino, squark and neutralino masses from measurements of leptons, quarks and missing energy 14
15 International Linear Collider (ILC) Reference Design February GeV e + e collider 30 km long Cost $ 6.9B The next thing after LHC? e + e sleptons 15
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