The Proton's Weak Charge
The Proton’s Weak Charge
David S. Armstrong College of William & Mary
U. Kentucky March 7 2014
04/07/2014 U. Kentucky 1 The Standard Model Building blocks are quarks and leptons point-like, spin ½ particles Forces mediated by exchange of spin 1 particles: - neutral currents (γ ,Z, gluon) - One charged current (W+-) - One colored current (gluon) The Standard Model is not just building blocks….
It is a rigorous, mathema cally consistent theory that makes detailed and precise predic ons of many phenomena… and, to date, it has never had a predic on defini vely disproved by experiment!
The recent discovery of the Higgs Boson at the LHC at CERN (needed for this mathema cal consistency) “completes” the Standard Model… so what is le to study? The Standard Model: Issues
• Lots of free parameters (masses, mixing angles, and couplings) How fundamental is that?
• Why 3 genera ons of leptons and quarks? Begs for an explana on (smells like a periodic table)
• Hierarchy problem: the Higgs boson is much lighter than it “should” be 19 (MPlanck ≈1 x10 GeV)
• Insufficient CP violation to explain all the matter left over from Big Bang …
• Doesn’t include gravity, dark matter, dark energy….
Belief in a ra onal universe suggests that our SM is only a low-order approxima on of reality, as Newtonian gravity is a low-order approxima on of General Rela vity. Finding evidence for Physics Beyond the Standard model – the “Holy Grail” of modern subatomic physics…
04/07/2014 U. Kentucky 5 Search for physics Beyond the Standard Model - Received Wisdom: Standard Model is incomplete, and is low-energy effec ve theory of more fundamental physics
- Low energy (Q 2 < • Neutrino mass and their role in the early universe 0νββ decay, θ13 , β decay,… • Ma er-an ma er asymmetry in the present universe EDM, DM, LFV, 0νββ, θ13 • Unseen Forces of the Early Universe Weak decays, PVES, gμ-2,… LHC new physics signals likely will need addi onal indirect evidence to pin down their nature • Neutrons: Life me, P- & T-Viola ng Asymmetries (LANSCE, NIST, SNS...) • Muons: Life me, Michel parameters, g-2, Mu2e (PSI, TRIUMF, FNAL, J-PARC...) • PVES: Low-energy weak neutral current couplings, precision weak mixing angle (SLAC, Jefferson Lab, Mainz) Atoms: atomic parity viola on Ideal: select observables that are zero, or significantly suppressed, in Standard Model 04/07/2014 U. Kentucky 6 Electroweak sca ering of electrons Electron sca ering via electromagne sm Electron sca ering via weak interac on 106 mes smaller amplitude at these energies Final state is iden cal in the two cases… To detect the weak interac on, must exploit parity viola on: The Weak interac on is “le -handed” : it violates parity (electromagne sm obeys this symmetry) Right-handed and le -handed electrons sca er via neutral current with different probability… Parity Parity opera on inverts sign of all spa al coordinates Parity and the Mirror World Since: L = r ✕ p r, p change sign under parity (vectors) L does not (it’s an axial vector) ( x -x and y -y is same as a 180° rota on around z axis) Thus: if parity symmetry is obeyed, reac on rate can’t depend on σp Right and le handed electrons should sca er the same Xxx . Parity Viola on in the Weak Interac on T.D. Lee and C.N. Yang suggested parity viola on in the weak interac on (1956) C.S. Wu and collaborators observed effect in nuclear beta decay later that year Hmmm…. aside: The reason that the weak interac on violates parity is not known… put in to Standard Model “by hand” Parity-viola ng electron sca ering 2 Electroweak interference G Q2 A ∝ F ge gT + βge gT ~ 10−4 Q2 ⎡GeV2 ⎤ PV ( A V V A ) ⎣ ⎦ 4πα 2 04/07/2014 U. Kentucky 12 Electroweak Mixing Two of the “bare” forces B, W, in the Standard Model “mix” in the observed universe to form the photon (electromagne c force) and the Z boson (part of the weak interac on: weak neutral current): Mixing angle: (aka “Weinberg angle”). This is one of the fundamental parameters of the Standard Model. Precisely measured using high-energy processes The weak charge of the proton P Q weak P Q weak Summary: proton’s weak charge is both precisely predicted in the Standard Model, and suppressed – good place to look for “new Physics” i.e. physics beyond the Standard Model … never before been measured! so, how can one measure the weak charge? Qweak: Proton’s weak charge - Neutral current analog of electric charge EM Charge Weak Charge u 2/3 “Accidental suppression” sensi vity to new physics d -1/3 P (uud) +1 N (udd) 0 -1 04/07/2014 U. Kentucky 15 Qweak: Proton’s weak charge For electron-quark sca ering: Use four-fermion contact interac on to parameterize the effec ve PV electron- quark couplings (mass scale and coupling) New physics: A 4% measurement of the proton’s weak charge would probe TeV scale new physics new Z', leptoquarks, SUSY ... Erler, Kurylov, and Ramsey-Musolf, PRD 68, 016006 2003 04/07/2014 U. Kentucky 16 Extrac ng the weak charge Hadron structure enters here: electromagne c and electroweak form factors… Reduced asymmetry more convenient: SM Qweak kinema cs Hadronic term extracted from fit Previous experiments (strange form factor program: SAMPLE, HAPPEX, G0, PVA4 experiments at MIT/Bates, JLab and MAMI) explored hadron structure more directly; allow us to subtract our hadronic contribu on 04/07/2014 U. Kentucky 17 Electroweak Radia ve Correc ons 04/07/2014 U. Kentucky 18 Electroweak Radia ve Correc ons 04/07/2014 U. Kentucky 19 - 04/07/2014 U. Kentucky 20 Parity Viola on Electron Sca ering (PVES) Challenges Qweak’s goal: most precise (rela ve and absolute) PVES result to date. PVES challenges: • Sta s cs – High rates required Difficulty • High polariza on, current • High powered targets with large acceptance • Low noise – Electronics, target density fluctua ons Uncertainty – Detector resolu on • Systema cs – Helicity-correlated beam parameters – Backgrounds (target windows) – Polarimetry – Parity-conserving processes Parity viola ng asymmetry 04/07/2014 U. Kentucky 21 Mee ng PVES Challenges - Rapid helicity reversal (960 Hz) - 180 μA beam current (JLab record) - Small sca ering angle: toroidal magnet, large acceptance - GHz detected rates: data taking in integra ng mode - High power cryogenic target - Exquisite control of helicity-correlated beam parameters - Two independent high-precision polarimeters - Radia on hard detectors - Low noise 18-bit ADCs - High resolu on Beam Current monitors - Four different kinds of helicity reversal Rapid (electron source), slow (insertable λ/2 plate) and ultra slow (wien-reversal and g-2 spin flip) 04/07/2014 U. Kentucky 22 Thomas Jefferson Na onal Accelerator Facility Newport News Virginia 1980 – ini al design 1987 – construc on started 1994 – first physics experiments 1995 – design energy (4 GeV) 2000 – 6 GeV achieved 2014 – 12 GeV upgrade – first test beam available User group: 1500 physicists Funded by U.S. DOE Beam currents to 180 μA The Qweak Apparatus Main detectors Cleanup QTOR Shield wall 8-fold symmetry collimators Acceptance defining Trigger collimator scin llator Lead collar Ver cal dri chambers (VDC) e- beam (rotate) e- beam Target Tungsten plug Horizontal dri chambers (HDC) Lintels 04/07/2014 (rotate) U. Kentucky 24 Qweak during construc on 04/07/2014 U. Kentucky 25 Qweak Target 35 cm, 2.5 kW liquid hydrogen target World’s highest powered cryotarget • Temperature ~20 K • Pressure: 30-35 psia Target boiling might have • Beam at 150 – 180uA been problema c! MD LH2 Asymmetry 04/07/2014 U. Kentucky 26 Qweak Target 35 cm, 2.5 kW liquid hydrogen target World’s highest powered cryotarget • Temperature ~20 K • Pressure: 30-35 psia Target boiling might have • Beam at 150 – 180uA been problema c! LH2 sta s cal width (per quartet): • Coun ng sta s cs: 200 ppm • Main detector width: 92 ppm • BCM width: 50 ppm • Target noise/boiling: 37 ppm 228 ppm This measurement is made 240 mes per second /second – Repeated ≈5 billion mes for each MD LH2 Asymmetry of 8 detectors 04/07/2014 U. Kentucky 27 Main Detectors • Main detectors Toroidal magnet focuses elas cally sca ered electrons onto each bar – 8 Quartz Cerenkov bars – Azimuthal symmetry maximizes rates and reduces systema c uncertain es – 2 cm lead pre-radiators reduce background Simula on of sca ering rate MD face Measured Close up of one detector in situ 04/07/2014 U. Kentucky 28 Kinema cs (Q2) determina on • Correct for radia ve effects in target with Geant 4 simula ons, benchmarked with gas-target & solid target studies Simula on blue Data red 04/07/2014 U. Kentucky 29 Beam Polarimetry Polariza on is our largest systema c uncertainty (goal: 1%) This is a challenging goal; so we built a second, independent measurement device. Møller polarimeter Compton polarimeter – Precise, but invasive – Installed for Q-weak – Thin, pure iron target – Runs con nuously at high currents – Brute force polariza on – Sta s cal precision: 1% per hour – Limited to low current We detect both recoil electron and photon. 30 04/07/2014 U. Kentucky Beam Polarimetry Preliminary Run 2 Polariza on – For Illustra ve Purposes Only Note the good agreement between both polarimeters 31 04/07/2014 U. Kentucky A suite of Auxiliary Measurements Qweak has data (under analysis) on a variety of observables of poten al interest for Hadron physics: • Beam normal single-spin asymmetry* for elas c sca ering on proton • Beam normal single-spin asymmetry for elas c sca ering on 27Al • PV asymmetry in the N → Δ region. • Beam normal single-spin asymmetry in the N → region. Δ • Beam normal single-spin asymmetry near W= 2.5 GeV • Beam normal single-spin asymmetry in pion photoproduc on • PV asymmetry in inelas c region near W=2.5 GeV (related to box diagrams) γZ • PV asymmetry for elas c/ quasielas c from 27Al • PV asymmetry in pion photoproduc on *: aka vector analyzing power aka transverse asymmetry; generated by imaginary part of two-photon exchange amplitude 04/07/2014 U. Kentucky 32 First result Q-weak ran from Fall 2010 – May 2012 : four dis nct running periods • Hardware checkout (Fall 2010-January 2011) • Run 0 (Jan-Feb 2011) • Run 1 (Feb – May 2011) • Run 2 (Nov 2011 – May 2012) We have completed and unblinded the analysis of “Run 0” (about 1/25th of our total dataset). D. Androic et al. Phys. Rev. Le . 111 (2013)141803. 04/07/2014 U. Kentucky 33 Reduced Asymmetry in the forward-angle limit (θ=0)