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ALPHA Storage Ring Indiana University Xiaoying Pang
33

ALPHA Storage Ring

Jan 09, 2016

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ALPHA Storage Ring. Indiana University Xiaoying Pang. Summary. Purpose Wiggler design Injection and Extraction RF cavity Touschek lifetime Vacuum Photon source. Our Purpose. Provide radiation effect experiments for NASA Debunch the rf linac beam bunches - PowerPoint PPT Presentation
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Page 1: ALPHA Storage Ring

ALPHA Storage Ring

Indiana UniversityXiaoying Pang

Page 2: ALPHA Storage Ring

Summary

• Purpose• Wiggler design• Injection and Extraction• RF cavity• Touschek lifetime• Vacuum• Photon source

Page 3: ALPHA Storage Ring

Our Purpose• Provide radiation effect experiments for NASA Debunch the rf linac beam bunches

• Compact X-ray photon source based on Inverse Compton scattering (ICSX)

Advantage: low cost, easy operation. Difficulties: long damping time,

negative horizontal damping partition, space charge effect, beam lifetime issue.

Page 4: ALPHA Storage Ring

Design Typical operational energy : 20MeV ~100MeV, maximum : 600MeV

Dipole (existing) 1) effective length 2m 2) bending radius = 1.273m 3) edge angle 12⁰ vertical focusing

Wiggler (three dipoles) 1) modify damping partition number horizontal betatron

motion stable (without wigglers Jx = -0.3 ) 2) tune momentum compaction factor

C = 20 mT = 66.6 ns

3m

Page 5: ALPHA Storage Ring

Wiggler Design

• Three gradient rectangular dipoles with B1 /B0=1.9 m−1 , where B1=(dBz /dx)x=0

• The minimum vertical gap is 40mm.• Maximum field strength is 1.67 kG at 25MeV, 6.7kG at

100MeV.

0.1m 0.1m

0.2m

Page 6: ALPHA Storage Ring

zero momentum compaction factor

positive horizontaldamping partition number

Wiggler Design

A linac beam can be debunched ofits rf structure in

one turn if |c|≥0.5

When the wiggler is turned off, w=∞

Qausi-isochronous condition

Page 7: ALPHA Storage Ring

Wiggler Design25MeV

At 50 MeV , the horizontal damping time can be 10s.

Page 8: ALPHA Storage Ring

Injection• Two bumpers and a Lamberston septum are

used • Use electrostatic kickers with kicker rise time

10ns• Beams are injected from a linac with 25MeV

(up to 60 MeV)• Phase space painting

Page 9: ALPHA Storage Ring

kicker 1 kicker2

iii

ico ss

sx

)(cossin2

)()(

2

1

0sinsin

0coscos

:orbit closed localizedfor Condition

212211

212211

and 2

11221

dipole

21

septumseptum

Page 10: ALPHA Storage Ring

At the kickers’ location:

At the septum’s location:

s = 0.818, mrad Xco(septum) 32 mm

beam pipebeam pipe

25mm 2-5mm

Page 11: ALPHA Storage Ring

1mm 5mm or 2mm

2mm

X=0

BSeptum

Amax = 25mm

75.1x

x

mm1.0Injection Scheme (Accumulation)

Page 12: ALPHA Storage Ring

Injection Efficiency vs Fractional Tune

= 0.75

= 0.73

= 0.77

When tune is off 0.75, the ideal 4-injection-turn per closed orbit location is not guaranteed

Page 13: ALPHA Storage Ring

= 0.667

= 0.6 or 0.8

Number of Injection Turns per Closed Orbit Location

Page 14: ALPHA Storage Ring

Number of Injection Turns per Closed Orbit Location

Page 15: ALPHA Storage Ring

x

x ’

Septum5 injections per ellipse

x

x ’

Septum4 injections per ellipse

More Ellipses!

Number of Injection Turns per Closed Orbit Location

Page 16: ALPHA Storage Ring

Total number of Injection Turns

co, max

A = 21 mm

Beam Size = 42 mm

x = 25 mm

co, max

A = 25 mm

Beam Size = 50 mm

x = 32 mm

Page 17: ALPHA Storage Ring

Electrostatic kicker will be used:

Kicker Strength

field electric gapE

light of speed c

kicker theoflength L

MeV 60at ][2.0

where,

TmB

Bc

LEk

For one turn injection and extraction, the integrated field strength is 0.60 MV at 25 MeV electron beam energy. Choosing a length of L=0.5 m, the applied voltage on two plate is 60 kV.

Page 18: ALPHA Storage Ring

Kicker Strength

32

50

5

142

2.84 /

co

gap

x mm

L cm

g cm

V kV

E MV m

Page 19: ALPHA Storage Ring

Sample Injectionsconstraint aperture without )injection turn 10( 75.1xv

Watch the beam at septum

Page 20: ALPHA Storage Ring

Beam profile evolution around the ring

Page 21: ALPHA Storage Ring

Considering the aperture: Let’s take into the consideration of the apertures at the bending dipoles and electrostatic kickers. Set the aperture radius at dipoles to be 100mm = 0.1m, at kickers to be 25mm. The total injection numbers will decrease.

With about 10 turns of injection, 50ns bunch length and 0.5A linac current, we can achieve:

JMVnCQEEnergy

nCnsAQ

6.1560250

25010505.0

Page 22: ALPHA Storage Ring

Extraction by Lambertson extraction magnet

100MeV.at 1.02T and MeV, 25at 0.25T Bstrength field The

dipole.adjacent theavoid toseptum by the deflected 35' need we

'

.2/sept.)(kick

wherespacedrift theof middle in the septum put the We

x

B

lBx z

3535

The Lambertson septum is used to extract beam.

InjectionSeptum

Extraction

1.4m 1.4m0.2m

35

Page 23: ALPHA Storage Ring

RF cavity

• Revolution frequency 15MHz• In the operational mode of debunching no RF

cavity is needed.• For beam physics study with quasi-

isochronous condition, we can modify the existing MPI cavity to make it operate at h=1, f=15MHz

Page 24: ALPHA Storage Ring

MPI Cavity• Was built for proton acceleration with frequency from 2 to 10MHz• A quarter-wave –like cavity, is loaded with 10 ferrite rings with

quadrupole field bias.• Major RF tuning is achieved by parallel external capacitors. With an

external capacitance Cext =290 pF , the cavity was tested up to 11.4MHz, the resulting shunt impedance was about 1k.

Diameter of the cavity ~0.55m; Length ~0.6m

Page 25: ALPHA Storage Ring

In the future

• For 15MHz operation, we need to reduce the external capacitance to about 120pF or the number of ferrite rings in the cavity.

• Reconfigure the ferrite rings to maximize the shunt impedance for a possible 3kV voltage.

• We will built a 90 MHz rf cavity for harmonic h=6 (or 494 MHz, h=33)in order to achieve a bunch length of the order of 10ps for short-pulse X-rays

Page 26: ALPHA Storage Ring

Touschek lifetime Toucheck lifetime is sensitiveto the parameter:

is the rf bucket height, is the horizontal momen-tum spread can range from 0.001 to 1.

we will need a lifetime of 1h or more.

It can also be varied by changing the momentum compaction factor

where,

Page 27: ALPHA Storage Ring

Vacuum

energy. offunction

a as emittance mequilibriu the

calculatecan we,2.9

25MeV,for 9.48 Choosing

)()/(

)/(

:emittance mequilibriu The

CO 40% H 60%

:ncompositio Vacuum

n compositio

vacuumon the depends :g

pressure. vacuum:P

emission.photon to

due excitation quantum :G

time.damping :

where,2

12

:equationevolution emittance The

dilution. emittance of source

another is scattering gas Beam

1

0

50

10

20

2

mg

nTorrPg

gPGdt

d

g

Emittances are dominated by pressure in low energy,become natural emittances at high energy.

Page 28: ALPHA Storage Ring

Compact Photon Source

• The X-ray is generated by laser- electron scattering at the chicane magnet.

Page 29: ALPHA Storage Ring

X-ray• The energy of the scattering photon is:

where, EL is the laser energy, c is the electron speed, is angle of

the scattered X-ray photon, * is the crossing angle of the laser and the electron beam, for head on collision, *=.

is a small correction term.

• The scattered X-ray photons are confined to a cone of 1/ with respect to the electron beam direction

• The bending angle of the chicane magnet can vary from zero to 110mrad.

• The scattered X-ray can easily be separated from the circulating

electron beam at a distance 25cm from the collision point.

Page 30: ALPHA Storage Ring

Photon Brilliance

• The brilliance of the back scattering X-ray photon is:

• The X-ray flux is given by: where L is the luminosity. For head-on

collision, the luminosity is:• Brilliance 1/x

2z2

Page 31: ALPHA Storage Ring

Quadrupole Triplet

Page 32: ALPHA Storage Ring

Fitting results

Best results Parameters

Page 33: ALPHA Storage Ring

• Currently the ALPHA ring is under construction.

• We will start the experiments on RF cavity soon.