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H. Nieto-Chaupis & G. Klämke

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Presentation on theme: "H. Nieto-Chaupis & G. Klämke"— Presentation transcript:

1 H. Nieto-Chaupis & G. Klämke
(In collaboration with K. Mönig, H. Nowak, and A. Stahl. ) DESY-Zeuthen

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4 100% ~50%

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6 SHERPA SIMDET Signal Background

7 SHERPA PYTHIA SIMDET + PILE-UP

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10 SHERPA (4 particles FS)

11 Chargino studies (G. Klämke)

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14 Fittino: general fit of MSSM parameters by using the
LC observables (e.g. cross-sections & masses). Some MSSM parameters are fitted with FITTINO (others fixed): Parameter Input Value Fit-Error without BR Fit-Error with BR (5.7%) tan b 9.0 6.29% 4.69% M1 99.54 0.092% 0.073% M2 192.57 0.140% 0.083%

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23 Outline ●The smuon left decay into SPS1a scenario. ●A brief approach to the TESLA photon collider. ●Iterative measurements. ●Synopsis.

24 ● The smuon left decays into SPS1a scenario.
ISAJET 7.69 is used to generate the spectrum of masses, widths and BRs. Prefered mode: (~30.20%) . Other modes containing have high multiplicity final state (cascade decays from tau lepton). Charguino does decay substantially into staus. Assumption: universal BR right sleptons = 1 ( LSP candidate, m=95.5 GeV)

25 Slepton decays come from the coupling
Slepton prefers a Wino → cascade Slepton only decays to a Bino Charguino can decay into W and staus. have more complicate decays. Cascade decays could be observed if we have high efficiency. Up to 4 muons FS could be observed SUSY also give us important background

26 Available final states
Br Br Final State Final State

27 Additional effects also take place here!!
● A brief approach to the TESLA photon collider Laser Beam Conceptual Scheme of a Gamma-Gamma Collider. Lγγ Electron Beam IP Electron Beam J=0, ECM =500 GeV CP CP Laser Beam Additional effects also take place here!! √sγγ Non-linear effects

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