Tracking studies of the Final Focus

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1 Tracking studies of the Tracking studies of the Final Focus Final Focus M. Alabau Pons, P. Bambade, A. Faus-Golfe LAL(Orsay) - IFIC(Valencia) 17 17 May 2005

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Tracking studies of the Final Focus. M. Alabau Pons, P. Bambade, A. Faus-Golfe LAL(Orsay) - IFIC(Valencia). 17 May 2005. Optics studies (1): Tracking through the BDS. Distribution of particles at the entrance of the BDS created with PLACET. - PowerPoint PPT Presentation

Transcript of Tracking studies of the Final Focus

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Tracking studies of the Tracking studies of the Final FocusFinal Focus

M. Alabau Pons, P. Bambade, A. Faus-Golfe

LAL(Orsay) - IFIC(Valencia)

1717 May 2005

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Optics studies (1): Optics studies (1): Tracking through the BDSTracking through the BDS

Distribution of particles at the entrance of the

BDS created with PLACET

Beam tracked through the BDS

with MAD

Obtained beam used to simulate the collision with

GUINEA-PIG

x’ (

μra

d)

x (μm)

y (μm)

y’ (

μra

d)

y (μm)y’

rad

)x’

rad

)

x (μm)

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Optics studies (2): Optics studies (2): Optical bandwidthOptical bandwidth

Distribution of particles at the entrance of the BDS created with PLACET:x’

rad

)

x (μm) y (μm)

y’ (

μra

d)

• For a flat distribution with 0.1% of energy spread:

• For the corresponding twiss parameters:

for different central energiesuntil ± 1% of the nominal

energy (250GeV)

e (GeV)

0.05%

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Optical bandwidth Optical bandwidth (official lattice, 20mrad)(official lattice, 20mrad)

*Luminosities normalized to the value obtained with Guinea-Pig for ideal beams

*

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Optical bandwidth Optical bandwidth (optimized parameters by J.Payet)(optimized parameters by J.Payet)

*

*Luminosities normalized to the value obtained with Guinea-Pig for ideal beams

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Optical bandwidth Optical bandwidth (e(e--ee-- collision) collision)

29% of the e+e- luminosity

20% of the e+e- luminosity

*Luminosities normalized to the value obtained with Guinea-Pig for ideal beams for nominal parameters

*

Parameters 1

Parameters 2

Parameters 3

σz=0.7σzo

σx=0.7σxo

σy=1.5σyo

ßx=10.3mm

ßy=0.9mm

σz=0.5σzo

σx=0.8σxo

σy=1.5σyo

ßx=13.4mm

ßy=0.9mm

σz=0.5σzo

σx=0.9σxo

σy=1σyo

ßx=17.0mm

ßy=0.4mm