HERA II Physics. Both ZEUS & H1 have made major upgrades in order to utilise the increase in HERA luminosity to the full.

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HERA II Physics Both ZEUS & H1 have made major upgrades in order to utilise the increase in HERA luminosity to the full. 1

HERA II Physics The upgrades concentrate mainly on the following areas: - Vertex region (MVD) - Studies of heavy quarks, exotics, etc. - Forward region (STT) - Improved kinematic reconstruction of both jets and scattered electron. - Luminosity monitor - Cope with greatly increased synchrotron background + likelihood of multiple overlapping Brems. Photons + physics payoff for improved lumi. precision ~ 1% - Trigger & electronics - Important for all physics. On ZEUS, triggering stage between Levels 1 & 2 - Fast Clear that has been available but never needed to be used; and including MVD in Level 2. - Polarimeter - ZEUS involved with TPOL position measurement. 2

Vertex Region The ZEUS MVD is a silicon strip detector constructed from n-type silicon with p+type implants and 20µ pitch strips, readout with 120µ pitch. There are 712 sensors and > 200K readout channels. 3

Vertex Physics The major physics topic will be the flavour composition breakdown of the proton (and indeed the photon). We already have quite precise measurements of the charm-quark structure from HERA I. Very precise measurements will be possible for HERA II; also gives accurate gluon determination. Accurate b contribution to F 2 will become possible 500 pb pb -1-1 4

Vertex Physics A high-precision, high-acceptance vertex detector will allow both collaborations to make a full flavour decomposition of the inclusive F2 structure function. For example, charm signal in charged currents in principal measures the s-quark density (+ leading particles in NC etc.; but also competing non-s digrams in CC) At HERA II, both singlet & non-singlet pdfs u, d, s (CC DIS) c, b, g (NC DIS) can be determined with good accuracy. 5

Forward Physics ZEUS major upgrade in forward direction replacement of TRD s with two stations of straw-tube chambers, each with 3 stereo layers. The forward wheels in the MVD also give improved resolution in forward direction. 6

Forward Physics Major payoff in increased accuracy for high-q 2 NC Q 2 = 2000 GeV 2 1000 pb -1 1000 pb -1 The improved accuracy in forward direction will also greatly improve resolution on forward jets etc. and therefore BFKL non-dglap evolution studies. Q 2 = 200 GeV 2 Q 2 = 20 GeV 2 Q 2 = 2 GeV 2 α S [ xg] xg 0.003 3% x = 0.65 Q 2 = 4 10 4 7

Lumi Monitor ZEUS went for belt & braces approach: two devices with very different systematics plus precision electron tagger. Standard Pb/scintillator calorimeter plus active filter of aerogel. ZEUS Spectrometer dipole Spectrometer e detector Dipole spectrometer to measure converting e + e - pairs. 5.3 m e γ 6m Tagger Thin window Active Filter Calorimet 92 m 6m tagger W/fibre to measure the energy after the bremms. ZEUS I.P. 95.2 m 105 m 105.5 m Aim is to get to around 1% error in luminosity. 8

Polarisation HERA II will give us access to a qualitatively new region of physics via longitudinal polarisation. Spin rotators will be commissioned around H1 & ZEUS IRs. Although the theoretical 0 0.5 HERA-B 1 1.5 2 TPOL electrons attainable polarisation will fall somewhat because of the new lattice, we expect similar performance to that enjoyed until now by HERMES. H1 Spin rotator (new) Laser HERMES Laser HERA ring Spin rotator (new) LPOL ZEUS 9

Polarisation Accurate measurement of both transverse (TPOL) and longitudinal (LPOL) polarisation plus machine lattice simulation will give us confidence in an accurate measurement at IP. To do this we need accurate, short-time scale, determination of the polarisation, ideally bunch-by-bunch. This is a challenge in high synchrotron radiation environment. Key is to use back-scattered laser light and precision detectors and DAQ. 10

Polarisation For longitudinal polarisation, consider situation in the photon-electron CM frame L Z L Z = = 1 2 3 2 Angular dependence of scattering in CM system Measure ENERGY asymmetry of backscattered Compton photons: depends on degree of pol. Boosting back to lab converts this angular asym. to an energy asymmetry. Measure with accurate calorimetry, preferably bunch-by-bunch. 11

Polarisation For transverse polarisation, the spin direction already defines a spatial axis wrt the beam direction, so that it is clear that there will be asymmetries in this axis depending on the relative fraction of up- and down-polarised electrons. P = y L y R ( ) Κη Requires high-precision radhard position detector to detect the up-down asymmetry. 12

Polarisation LPOL implementation (and overall DAQ) responsibility of French groups in H1; uses Fabry-Perot cavity to increase continuous laser power to allow operation in single-photon mode. Advantages are in-situ calibration using Compton edge, high rate and thereby bunch-by-bunch measurement. TPOL implementation - position-sensitive detector responsibility of IC London & Tokyo ZEUS groups. 13

Polarisation physics The accurate measurement of polarisation opens up a completely new domain of HERA physics at high Q 2. σ P CC ± e p = ( 1 ± P ) polarisation Resolution on M W 80 MeV Exclusion limit M W (R) > 400 GeV 14

Polarisation physics Polarisation dependence of cross-sections is a LARGE effect For example, @ Q 2 = 10 4 GeV 2, x = 0.2, σ(e L- ) / σ(e R- ) is almost a factor 2, and can be measured to about 10% tot. uncertainty 15

Polarisation physics Quark coupings can be accurately measured, e.g. light quark couplings by looking at differences between σ(l,r). Great improvement over unpolarised case. e ±, P L, R = ± 250 pb -1 70% per beam u d v 13% 17% a 6% 17% 16

Beyond SM & Pol. Beyond SM - maybe one will see new right-handed particles! For any new physics signal, polarisation is a very precise and flexible tool - one can ~ turn off SM backgrounds by varying polarisation - if the new physics has different couplings to SM - which seems very likely - that the S/B will be enhanced. HERA is a unique facility for probing some aspects beyond the SM - it is our duty to ensure that we exhaust the phase-space it can reach - e.g. in CM energy, in pol. and charged lepton states - to maximise discovery potential. 17