Event Generator Development at KEK Shigeru Odaka Institute of - - PowerPoint PPT Presentation

event generator development at kek
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Event Generator Development at KEK Shigeru Odaka Institute of - - PowerPoint PPT Presentation

Event Generator Development at KEK Shigeru Odaka Institute of Particle and Nuclear Studies High Energy Accelerator Research Organization (KEK) Japan shigeru.odaka@kek.jp 12 - 16 Sep, 2001 Atlas Physics WS at Lund 1 NLO Working Group at KEK


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SLIDE 1

12 - 16 Sep, 2001 Atlas Physics WS at Lund 1

Event Generator Development at KEK

Shigeru Odaka

Institute of Particle and Nuclear Studies High Energy Accelerator Research Organization (KEK) Japan shigeru.odaka@kek.jp

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SLIDE 2

12 - 16 Sep, 2001 Atlas Physics WS at Lund 2

NLO Working Group at KEK

Minami-Tateya Group

(a numerical calculation group)

  • Development of the GRACE system
  • Parton Shower simulations

NLL-jet (QCD final-state) QEDPS

Collaboration with the Minami-Tateya group, since Jan., 2000

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SLIDE 3

12 - 16 Sep, 2001 Atlas Physics WS at Lund 3

GRACE

Automatic calculation software package for HEP by Minami-Tateya

  • T. Ishikawa et al., GRACE manual, KEK Report 92-19 (1993)
  • F. Yuasa et al., Prog. Theor. Phys. Suppl. 138, 18 (2000); hep-ph/0007053
  • Automatic generation of Feynman diagrams
  • Automatic generation of FORTRAN codes to calculate the cross section
  • Including an integration/event-generation tool (BASES/SPRING)

Event-generator generation system

Products: grc4f, 4f-prod. in KORALW, GRAPE-Dilepton, SUSY23 etc.

Powerful for multi-body production processes Libraries: Standard Model, MSSM, EW 1-loop

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SLIDE 4

12 - 16 Sep, 2001 Atlas Physics WS at Lund 4

Goals of the NLO WG

1. Development of a GRACE-based tree-level event- generator generation system for hadron physics

Connection to PYTHIA

2. Development of an automatic QCD-NLO event- generator generation system for hadron physics

Preparation of a QCD 1-loop library of GRACE Development of an NLO event-generation technique

3. Development of NLL (Next-to-Leading Log) initial-state QCD parton-shower simulation: NLL-jet

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SLIDE 5

12 - 16 Sep, 2001 Atlas Physics WS at Lund 5

Present Status

Integration of GRACE and PYTHIA

The framework has been established. GR@PPA (GRace @ P-P and p-Anti-p) GR@PPA_4b for 4-b production

QCD-NLO Automatic Calculation

The 1-loop library is partially available. (3-points only; 4-points in preparation) Going to establish the event-generation technique Drell-Yan as an example

Initial-state NLL-jet

The NLL-QCD evolution has been reproduced by MC. (talk by K. Kato at Les Houche) Next step: introduction of kinematics

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SLIDE 6

12 - 16 Sep, 2001 Atlas Physics WS at Lund 6

GR@PPA_4b

  • All possible processes in the SM

Higgs, EW, QCD Pure QCD generation available

  • Exact tree-level calculation
  • Divided to 8 sub-processes according to the variation in

the initial state and the coupling

Separated/combined generation selectable

  • Embedded in PYTHIA

A complete set of the event generators at the tree-level for the process: pp pp bbbb X

  • r

→ +

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SLIDE 7

12 - 16 Sep, 2001 Atlas Physics WS at Lund 7

NLO Drell-Yan process (QED only)

Tevatron Run II condition µ µ

fact 2 renorm 2

= = ˆ s qµ µ

+ − ≥

2

5 GeV2 CTEQ4L Tree Virtual correction Emission qq → →

+ −

γ µ µ

*

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SLIDE 8

12 - 16 Sep, 2001 Atlas Physics WS at Lund 8 71.00 996.83 –925.83 10–4 70.75 675.93 –605.18 10–3 70.69 416.91 –346.22 10–2 70.03 219.25 –149.22 10–1 σNLO (nb) σrad (nb) σnon-rad (nb) Qc

2

(GeV2)

σc = collinear approximation σ σ σ σ

non-rad

(invis) = + +

v c

σ σ

rad emission(vis)

=

70.69 16.48 54.21 10-2 σNLO (nb) σrad – σc (vis) (nb) σnon-rad + σc (vis) (nb) Qc

2 (GeV2)

The large negative vanished. But, not positive definite in the whole phase space. Further cancellation

  • r negative-weight events

PDF/PS: collinear approximation integrated over whole phase space → the whole should be in "non - rad".

c

σ Q t

ir 2 =

  • f the radiation

Stable but large negative exists Q r

1 2

Q r

2 2

Qc

2

Qc

2

vis invis (collinear + soft) σ σ σ

NLO non rad rad

= +