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SLAC Accelerator Department Super-B-Factory John T. Seeman Assistant Director of the Technical Division Head of the Accelerator Department Caltech Meeting December 3, 2004

SLAC Accelerator Department Super-B-Factory John T. Seeman Assistant Director of the Technical Division Head of the Accelerator Department Caltech Meeting

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SLAC Accelerator Department

Super-B-Factory

John T. SeemanAssistant Director of the Technical Division

Head of the Accelerator DepartmentCaltech Meeting

December 3, 2004

SLAC Accelerator Department

Beam Lines

SBFSBF injector needs no changes

SLAC Accelerator Department

The PEP-II e+e- asymmetric collider

Location of new RF cavities

SLAC Accelerator Department

PEP-II HER RF cavities

SLAC Accelerator Department

Luminosity Equation y is the beam-beam parameter (~0.065)

Ib is the bunch current (1 to 3 mA)

n is the number of bunches (~1600) y

* is the IP lattice optics function (vertical beta) (10 mm)

E is the beam energy (3.1 and 9 GeV) Luminosity (1033 cm-2 s-1)

*341017.2

y

byEInxL

SLAC Accelerator Department

Achieving Super B Luminosities bnI Higher Currents:

o More rf power, cooling, injectoro More HOM heating (more bunches)o Beam instabilitieso Electron clouds, fast ions

* y Smaller y*:o Smaller physical/dynamic apertureo Shorter lifetime, more background

Shorter z:

o More HOM heatingo Coherent synchrotron radiationo Shorter lifetime, more background

y Higher tune shifts:

o Head-on collisions replaced by angled crossing

o Degrades maximum tune shift unless crabbing cavities used

34*

2.17 10 y b

y

n EIL

SLAC Accelerator Department

PEP-II/BaBar Roadmap: Super B-Factory Study

• The Roadmap Committee has studied the future of PEP-II and BaBar with a possible large upgrade at the end of the decade.

• A Super-PEP-II could produce 10 ab-1 per year with a peak luminosity of 7 x 1035/cm2/s.

• Accelerator parameter goals have been set and work towards a solid design has started.

• The long range time goal is to have a new upgraded accelerator running in 2011 or 2012.

SLAC Accelerator Department

PEP-II upgrades schemesLuminosity (x 1035)

1.5 2.5 7 57

RF frequency (MHz)

476 476 952 476952

Site power (MW)

75 85 100 70100

Crossing angle No Yes Yes Yes

Crab cavities No Yes Yes Yes

Replace LER Yes Yes Yes Yes

Replace HER No Yes Yes Yes

Upgradeable NoYes

(to 952MHz)Yes Yes

Detector requirements depend on projecting backgrounds for luminosities that are >20 times

larger than at present

Recommended

SLAC Accelerator Department

LER ring (no IR yet)

6 sextants, small negative momentum compaction,using present LER dipoles & quads (16 families),

3 sextupole families

Biagini

SLAC Accelerator Department

One sextant

Biagini

SLAC Accelerator Department

One half-arc + dispersion suppressor

Biagini

SLAC Accelerator Department

Super B-Factory Components Under Study

PEP-II 1036 B-Factory +/- 12 mrad xing angle Q2 septum at 2.5 m

30

20

10

0

-10

-20

-30

cm

-7.5 -5 -2.5 0 2.5 5 7.5m 31-JAN-2002

M. Sullivan

Q1

Q1Q1

Q1

Q2

Q4

Q5Q2

Q4Q5

IR SC magnets

New RF cavities New IR layout

New Arc magnets

SLAC Accelerator Department

New IR magnet design (Parker)

SLAC Accelerator Department

New IR magnet designQuadrupole, anti-

solenoid, skew quadrupole,

dipole and trims located in one

magnet.

All coils numerically wound on a bobbin.

SLAC Accelerator Department

Activities towards luminosity upgrade

crossing angle 22 mrad

Head-on(crab)

◊◊

◊◊

y

(Strong-weak simulation)

(Strong-strong simulation)

Crab crossing may boost the beam-beam parameter up to 0.2!

Superconducting crab cavities are under development, will be installed in KEKB in 2005.

I.R. 20

I.R. 90

I.D. 188

I.D. 120

I.D. 30

I.D. 240

Input Coupler

Monitor Port

I.R.241.5

483

866Coaxial Coupler

scale (cm)

0 50 100 150

K. Ohmi

K. Hosoyama, et al

SLAC Accelerator Department

Electron Cloud Instability & multipacting

SLAC Accelerator Department

LER aluminum vacuum system: limit at 4.5A

Total LER SR power

= 2 MW

High powerphoton stops

AntechambersReduce Electron-Cloud-Instability

4.5 A at 3.1 GeV

Photon Stop limits

SLAC Accelerator Department

Vacuum system for Super B Factory

• Antechamber and solenoid coils in both rings.

• Absorb intense synchrotron radiation.

• Reduce effects of electron clouds.

Circular-chamber

Ante-chamber

Ante-chamberwith solenoid field

Build-up ofelectron clouds

SLAC Accelerator Department

HOM calculations: 476 MHz cavity

476 MHz cavity with a larger beam

opening

S.Novokhotski

Rbeam = 95.25 mmTotal loss = 0.538 V/pC

Loss integral above cutoff = 0.397 V/pC

HOM Power = 203 kW @ 15.5A

SLAC Accelerator Department

HOM calculations: 952 MHz cavity

952 MHz cavity with a larger beam

opening

S.Novokhotski

Rbeam = 47.6 mmTotal loss = 0.748 V/pC

Loss integral above cutoff = 0.472 V/pC

HOM Power = 121 kW @ 15.5A

SLAC Accelerator Department

87.57

6.56

5.5

4

3.532.5

21.51

0.5

4.55

HER Radiative Bhabhas

-7.5 -5 -2.5 0 2.5 5 7.5

0

10

20

30

-10

-20

-30

m

cm

M. SullivanFeb. 8, 2004API88k3_R5_RADBHA_TOT_7_5M

3.1 G

eV

3.1 G

eV

9 GeV

9 GeV

Luminosity-dependent backgrounds

o SR in bend & quadrupole magnets

o Current dependent terms due to residual vacuum

o Bhabha scattering at IP

PEP-II Head-On IR Layout

SLAC Accelerator Department

Achieving Super B Luminosities bnI Higher Currents:

o More rf power, cooling, injectoro More HOM heating (more bunches)o Beam instabilitieso Electron clouds, fast ions

* y Smaller y*:o Smaller physical/dynamic apertureo Shorter lifetime, more background

Shorter z:

o More HOM heatingo Coherent synchrotron radiationo Shorter lifetime, more background

y Higher tune shifts:

o Head-on collisions replaced by angled crossing

o Degrades maximum tune shift unless crabbing cavities used

34*

2.17 10 y b

y

n EIL

SLAC Accelerator Department

Power Scaling Equations

• Synch rad ~ I E4/• Resistive wall ~ I2

total/r1/frf/z3/2

• Cavity HOM ~ I2total/frf/z

1/2

• Cavity wall power = 50 kW

• Klystron gives 0.5 MW to each cavity

• Magnet power ~ gap~r1

SLAC Accelerator Department

Power scaling equations• Synch rad ~ I E4/• Resistive wall ~

I2total/r1/frf/z

3/2

• Cavity HOM ~ I2

total/frf/z1/2

• Cavity wall power = 50 kW

• Klystron gives 0.5 MW to each cavity

• Magnet power ~ gap ~ r1

SLAC Accelerator Department

Site power limits

476 MHz

952 MHz

(Linac, PEP-II magnets and campus power = 40 MW)

1.5x10342.5x1034 7x1034

SLAC Accelerator Department

Recommended scenario: 5 to 7 x 1035

• Replace present RF with 952 MHz frequency over period of time.

• Use 8 x 3.5 GeV with up to 15.5 A x 6.8 A.• New LER and HER vacuum chambers with antechambers

for higher power (x 4). • Keep present LER arc magnets but add magnets to soften

losses; replace HER magnets as well.• New bunch-by-bunch feedback for 6900 bunches (every

bucket) at 1 nsec spacing. (Presently designing feedback system being 0.6-0.8 nsec spacing.)

• Push y* to 1.5 mm: need new IR (SC quadrupoles) with

15 mrad crossing angle and crab cavities

SLAC Accelerator Department

Important Factors in Upgrade Direction• Project is “tunable”

– Can react to physics developments

– Can react to changing geopolitical situation

• Project anti-commutes with linear collider

• Will emerge from BABAR and Belle, but could be attractive to wider community in context of other opportunities

– As we learn more about machine and detector requirements and design, can fine tune goals and plans within this framework

• Project has headroom

– Major upgrades to detector and machine, but none contingent upon completing fundamental R&D

– Headroom for detector up to 5 x 1035; with thin pixels beyond

– Headroom for machine up to 8.5 x 1035; requires additional rf, which can be staged into machine over time

SLAC Accelerator Department

Luminosity Equation • When vertical beam-beam parameter is limited. y ~ 0.06 in PEP-II and KEKB.

• To raise luminosity: lower y*, raise I & y.

)(2 **

*0 flatbeamsNr

xy

yby

*341017.2

y

byEInxL

SLAC Accelerator Department

Early SBF with 3 x 1035

• E+ = 8 GeV• E- = 3.5 GeV• RF frequency = partial 476 and partial 952.• I+ = 5.3 A• I- = 12.0 A y

* = 3 mm x

* = 25 cm• Emittance = 42 nm• Bunch length = 3.3 mm• Crossing angle = ~15. mrad• Beam-beam parameters = 0.11• N = 3450 bunches• L = 3 x 1035 cm-2s-1

• Site power with linac and campus = ~90 MW.

SLAC Accelerator Department

Final SBF with 8.4 x 1035

• E+ = 8 GeV• E- = 3.5 GeV• RF frequency = 952 MHz• I+ = 10.1 A• I- = 22.8 A y

* = 2 mm x

* = 15 cm• Emittance = 39 nm• Bunch length = 2.2 mm• Crossing angle = ~15. mrad• Beam-beam parameters = 0.11• N = 6900 bunches• L = 8.4 x 1035 cm-2s-1

• Site power with linac and campus = ~120 MW.

SLAC Accelerator Department

Possible Timeline for Super B Program

LOI

Construction of upgrades to L = 5-7x1035

-1~10 ab / yrLdt

Super-B Program

CDR Installation

R&D, Design, Proposals and

Approvals

P5

Construction

2001 2003 2010200820062005

Planned PEP-II Program

-1140 f bLdt -1500 f bLdt -1~1 2 abLdt

(June 30, 2003) (End 2006) (PEP-II ultimate)

Commission

2012

Super B Operation

2011

SLAC Accelerator Department

Simulation: head-on vs finite-crossing

• Beam-beam limit is ~0.05 for finite-crossing collision from the both simulations. (Not much difference between 11 & 15 mrad)

• Head-on collision much improves beam-beam parameter.• Discrepancy between Weak-Strong and Strong-Strong

simulation is a factor of 2 for head-on collisions.

Weak-Strong Strong-Strong

11 mrad = half crossing angle

[bunch current]

[bunch current]

SLAC Accelerator Department

Coherent synchrotron radiation

• Numerical simulations with mesh (T.Agoh and K.Yokoya)

– Analytic formula is not reliable due to strong shielding.

• Loss factor estimation :– No synchrotron oscillation and no interference between bends.– 1 V/pC for 6 mm bunch length (LER)– 10 V/pC for 3 mm bunch length (LER) ⇔ 30~40 V/pC in the ring

Energy change as a function of z/zKEKB LER/ 2.6A (5120)

c h3 2.5 mm

bunch length dependence

chamber height dependence

SLAC Accelerator Department

S-KEKB Choice of x, x

• x=30, 20, 15 cm

• x=24, 18, 12 nm

Strong-Strong Beam-BeamSimulations by K. Ohmi

Our choice

Achievable beam-beam parameters depends on x and x.

SLAC Accelerator Department

Super KEKB machine parameters

Beam-beam parameter is obtained from simulations: strong-strong (weak-strong)