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NUFACT05 1 A BASELINE BETA-BEAM Mats Lindroos AB Department, CERN on behalf of the Beta-beam Study Group http://cern.ch/beta-beam/

A BASELINE BETA-BEAM

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A BASELINE BETA-BEAM. Mats Lindroos AB Department, CERN on behalf of the Beta-beam Study Group http://cern.ch/beta-beam/. Outline. Beta-beam baseline design A baseline scenario, ion choice, main parameters Ion production Decay ring design issues - PowerPoint PPT Presentation

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Page 1: A BASELINE BETA-BEAM

NUFACT05 1

A BASELINE BETA-BEAM

Mats Lindroos AB Department, CERN

on behalf of the Beta-beam Study Group

http://cern.ch/beta-beam/

Page 2: A BASELINE BETA-BEAM

NUFACT05 2

Outline

• Beta-beam baseline design– A baseline scenario, ion choice, main parameters– Ion production– Decay ring design issues– Asymmetric bunch merging for stacking in the

decay ring• The EURISOL DS• Mathematica as a tool in accelerator physics

– Trend curves to define interesting parameter space for design effort

• Conclusions

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Beta-beam “first study 2002”

Neutrino Source

Decay Ring

Ion production ISOL target &

Ion source

Proton Driver SPL

Decay ring

B = 1500 Tm B = 5 T C = 7000 m Lss = 2500 m

6He: = 150 18Ne: = 60

SPS

Acceleration to medium energy

RCS

PS

Acceleration to final energy

PS & SPS

Experiment

Ion acceleration Linac

Beam preparation Pulsed ECR

Ion production Acceleration Neutrino source

,

,

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Main parameters

• Factors influencing ion choice– Need to produce reasonable amounts of ions.– Noble gases preferred - simple diffusion out of target, gaseous at

room temperature.– Not too short half-life to get reasonable intensities.– Not too long half-life as otherwise no decay at high energy.– Avoid potentially dangerous and long-lived decay products.

• Best compromise– Helium-6 to produce antineutrinos:

– Neon-18 to produce neutrinos:MeV 86.1 Average

MeV 937.1 Average

189

1810

63

62

cms

cms

E

eFNe

E

eLiHe

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NUFACT05 5

FLUX

• The first study “Beta-beam” was aiming for:– A beta-beam facility that will run for a

“normalized” year of 107 seconds– An annual rate of 2.9 1018 anti-neutrinos (6He)

and 1.1 1018 neutrinos (18Ne) at =100 with an Ion production in the target to the ECR source:

• 6He= 2 1013 atoms per second• 18Ne= 8 1011 atoms per second

• The often quoted beta-beam facility flux is for anti-neutrinos 29 1018 and for neutrinos 11 1018 in ten years running

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NUFACT05 6

6He production from

9Be(n,)

• Converter technology preferred to direct irradiation (heat transfer and efficient cooling allows higher power compared to insulating BeO).

• 6He production rate is ~2x1013 ions/s (dc) for ~200 kW on target.

Converter technology: (J. Nolen, NPA 701 (2002) 312c)

Page 7: A BASELINE BETA-BEAM

7

ISOLDE Upgrade Group Meeting, CERN Y.KADI May 24, 2005

The Spallation Target System

The inner geometry is characterized by three conical cavities having different angles and total length equal to the active height of the TRIGA core. The cone tip (lowest cone) is exposed to the highest power density for two reasons:• the relevant proton current at the centre of the Gaussian distribution,• the forward scattering of protons as a consequence of the conical angle steepness.

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18Ne production

• Spallation of close-by target nuclides

– 24Mg12 (p, p3 n4) 18Ne10.

– Converter technology cannot be used; the beam hits

directly the magnesium oxide target.

– Production rate for 18Ne is ~ 1x1012 ions/s (dc) for ~200

kW on target.

– 19Ne can be produced with one order of magnitude

higher intensity but the half-life is 17 seconds!

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Producing 18Ne and 6He at 100

MeV

• Work within EURISOL task 2 to investigate production rate with “medical cyclotron”– Louvain-La-Neuve, M. Loislet

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60 GHz « ECR Duoplasmatron »

for gaseous RIB

Very high densitymagnetized plasma

ne ~ 1014 cm-3

2.0 – 3.0 T pulsed coils or SC coils

60-90 GHz / 10-100 KW10 –200 µs / = 6-3 mm

optical axial coupling

optical radial (or axial) coupling(if gas only)

1-3 mm100 KV

extractionUHF windowor « glass » chamber (?)

Target

Rapid pulsed valve ?

20 – 100 µs20 – 200 mA

1012 per bunchwith high efficiency

Small plasmachamber ~ 20 mm / L ~ 5 cm

Arbitrary distanceif gas

P.Sortais et al.

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Charge state distribution!

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From dc to very short bunches

Version 1

1 s

2 s

tB 1 s

t

B

PS

SPS

2 s

tB 1 s

PS

t

8 bunches, 50 ns total length

PS: 1 s flat bottom with 16 injections. Acceleration in ~1 s to ~86.7 Tm..

Target: dc production during 1 s.

60 GHz ECR: accumulation for 1/16 s ejection of fully stripped ~50 s pulse. 16 batches during 1 s.

RCS: further bunching to ~100 ns Acceleration to ~ 8 Tm. 16 repetitions during 1 s.

SPS: injection of 8 bunches from PS. Acceleration to decay ring energy and ejection.

1 s 7 s

Post accelerator linac: acceleration to ~100 MeV/u. 16 repetitions during 1 s.

t

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Intensities, 6He, v1

Machine Total Intensity out (1012)

Comment

Source 20 DC pulse, Ions extracted for 1 second

ECR 1.16934 Ions accumulated for 60 ms, 99% of all 6He ions in highest charge state, 50 microseconds pulse length

RCS inj 0.582144 Multi-turn injection with 50% efficiency

RCS 0.570254 Acceleration in 1/32 seconds to top magnetic rigidity of 8 Tm

PS inj 6.82254 Accumulation of 16 bunches during 1 second

PS 5.75908 Acceleration in 0.8 seconds to top magnetic rigidity of 86.7 Tm and merging to 8 bunches.

SPS 5.43662 Acceleration to gamma=100 in 2.54 seconds and ejection to decay ring of all 8 bunches (total cycle time 6 seconds)

Decay ring 58.1137 Total intensity in 8 bunches of 50/8 ns length each at gamma=100 will result in a duty cycle of 0.0022. Maximum number of merges = 15.

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Intensities, 18Ne, v1

Machine Total Intensity out

(1010)

Comment

Source 80 DC pulse, Ions extracted for 1 second

ECR 1.42222 Ions accumulated for 60 ms, 30% of all 18Ne ions in one dominant charge state, 50 microseconds pulse length

RCS inj 0.709635 Multi-turn injection with 50% efficiency

RCS 0.703569 Acceleration in 1/32 seconds to top magnetic rigidity of 8 Tm

PS inj 10.093 Accumulation of 16 bunches during 1 second.

PS 9.57532 Acceleration in 0.8 seconds to top magnetic rigidity of 86.7 Tm and merging to 8 bunches.

SPS9.45197

Acceleration to gamma=100 in 1.42 seconds and ejection to decay ring of all 8 bunches (total cycle time 3.6 seconds)

Decay ring 277.284

8 bunches of 50/8 ns length each will at gamma=100 result in a duty cycle of 0.0022. Maximum number of merges = 40.

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Beta-beam R&D

• Part of the EURISOL Design Study– Design Study in the 6th Framework Programme of the EU

• The EURISOL Project– Design of an ISOL type (nuclear physics) facility.– Performance three orders of magnitude above existing facilities.– A first feasibility / conceptual design study was done within FP5.– Strong synergies with the low-energy part of the beta-beam:

• Ion production (proton driver, high power targets).• Beam preparation (cleaning, ionization, bunching).• First stage acceleration (post accelerator ~100 MeV/u).• Radiation protection and safety issues.

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EURISOL

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Design study objectives

• Establish the limits of the first study based on existing CERN accelerators (PS and SPS)

• Freeze target values for annual rate at the EURISOL beta-beam facility– Close cooperation with nowg

• Freeze a baseline for the EURISOL beta-beam facility

• Produce a Conceptual Design Report (CDR) for the EURISOL beta-beam facility

• Produce a first cost estimate for the facility

Page 18: A BASELINE BETA-BEAM

A. Chancé, J. Payet CEA DSM Dapnia SACM 18

Ring optics

-2,5

-2

-1,5

-1

-0,5

0

0,5

1

1,5

2

2,5

0 1000 2000 3000

enveloppes (cm)Horizontal

Vertical

s (m)

Arc optics

Beam envelopes In the straight sections, we use FODO cells. The apertures are ±2 cm in the both plans

The arc is a 2 insertion composed of regular cells and an insertion for the injection.

There are 489 m of 6 T bends with a 5 cm half-aperture.

At the injection point, dispersion is as high as possible (8.25 m) while the horizontal beta function is as low as possible (21.2 m).

The injection septum is 18 m long with a 1 T field.-5

0

5

10

15

20

100 300 500 700 900 1100

1/2 (m1/2)

x1/2

y1/2

Dx

s (m)

Page 19: A BASELINE BETA-BEAM

A. Chancé, J. Payet CEA DSM Dapnia SACM 19

-2,5

0,0

2,5

5,0

7,5

10,0

0 50 100 150

-2,5

0,0

2,5

5,0

7,5

10,0

0 50 100 150

-2,5

0,0

2,5

5,0

7,5

10,0

0 50 100 150

-2,5

0,0

2,5

5,0

7,5

10,0

0 50 100 150

InjectionHorizontal envelopes at

injection

Deviated beam

Injected beam

Injected beam

after one turn

envelopes (cm)

Septum blade

s (m)

• Injection is located in a dispersive area

• The stored beam is pushed near the septum blade with 4 “kickers”. At each injection, a part of the beam is lost in the septum

• Fresh beam is injected off momentum on its chromatic orbit. “Kickers” are switched off before injected beam comes back

• During the first turn, the injected beam stays on its chromatic orbit and passes near the septum blade

• Injection energy depends on the distance between the deviated stored beam and the fresh beam axis

Optical functions in the injection section

-2

0

2

4

6

8

10

12

14

0 50 100 150

1/2 (m1/2)

y1/2

x1/2

Dx

s (m)

Page 20: A BASELINE BETA-BEAM

A. Chancé, J. Payet CEA DSM Dapnia SACM 20

Decay products extractionTwo free straight sections after the first arc dipole enable the extraction of decay products coming from long straight sections.

The decay product envelopes are plotted for disintegrations at the begin, the middle and the end of the straight section.

Fluorine extraction needs an additional septum.

The permanent septum for Fluorine extraction is 22.5 m long and its field is 0.6 T.

Lithium extraction can be made without a septum.

Lithium extraction

Fluorine extraction

-0,1

0,0

0,1

0,2

0,3

2300 2350 2400

HorizontalVertical

s (m)

envelopes (m)

Fluorine extraction

Bρ(18F9+) ≈ 621 T.m

-0,3

-0,2

-0,1

0,0

0,1

2300 2350 2400

HorizontalVertical

s (m)

envelopes (m)

Lithium extraction

Bρ(6Li3+) ≈ 621 T.m

Page 21: A BASELINE BETA-BEAM

A. Chancé, J. Payet CEA DSM Dapnia SACM 21

Decay products deposit in the arc

0

5

10

15

20

25

30

70 75 80 85 90 95 100

0

0,01

0,02

0,03

0,04

0,05

0,06

s (m)

Pdeposit (W/m) Chamber size (m)

Lithium deposit (W/m)

Deviation of one decay product by one bend in function of its length

The dispersion after a L long bend with a radius equal to ρ is :

L

D cos1

By this way, we can evaluate the maximum length of a bend before the decay products are lost there.

If we choose a 5 cm half aperture, half of the beam is lost for a 7 m long bend. With a 5 m long bend, there is very low deposits in the magnetic elements.

Only the Lithium deposit is problematic because the Neon intensity is far below the Helium one.

-7

-6

-5

-4

-3

-2

-1

0

1

2

3

0 2 4 6 8

Deviation (cm)

Lbend (m)

Li

F

rho = 156 m

Page 22: A BASELINE BETA-BEAM

A. Chancé, J. Payet CEA DSM Dapnia SACM 22

Parameters of the magnetic elements in the ring

max QP in the injection section

L (m) K (m-2) B (T)

IQP4 3 -0,017 -0,80

QP family in the arc FODO cells

L (m) K (m-2) B (T)

QP1 3 -0,018 -0,84

QP2 3 0,027 1,26

QP family in the straight sections

L (m) K (m-2) B (T)

DQP1 1 -0,011 -0,53

DQP2 1 0,012 0,54

Bends and septa in the ring

Length (m) radius (m) field (T)

B1 4,89 156 5,98

inj sept 18 931 1

ext sept 22.5 1035 0.6

Injection kickers

Length (m)

Deviation(mrad)

BL(T.m)

IKI1 2 0,563 0,524

IKI2 1 -0,16 -0,149

The half-aperture chosen for the magnetic elements is 5 cm

The field calculations are for Helium (except for extraction septum)

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Challenges for the study

• Production• ECR efficiency for single charge states• The self-imposed requirement to re-use a

maximum of existing infrastructure– Cycling time, aperture limitations etc.

• The small duty factor• The activation from decay losses• The high intensity ion bunches in the

accelerator chain and decay ring

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Decay losses, ECR

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Accumulation

Decay Ring Accumulation

decayringaccumulation := (ClearAll[n]; gamma[t_] := 1 + topTpern / Epern; decayrate[t_] := Log[2] n[t] / (gamma[t] thalf); eqns = {D[n[t], t] == -decayrate[t], n[0]==nout6}; nsinglebatch[t_] = n[t] /. DSolve[eqns, n[t], t] //First; n[t_] = Sum[UnitStep[t-t0] UnitStep[t0+mergesratio*spsrepetitiontime-t] * nsinglebatch[t-t0], {t0, 0,t,spsrepetitiontime}]; nout7 = n[(mergesratio-1)spsrepetitiontime])fullchain := (spsout; decayringaccumulation)

set6He; fullchainPlot[n[t], {t, 0,(mergesratio+1)spsrepetitiontime+10^-6}, PlotPoints->200, PlotLabel->name, AxesLabel->{"[s]",None}];

137.11588 10

20 40 60 80s110 13

210 13

310 13

410 13

510 13

610 13

71013

6He

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Number of ions

set6He; fullchain;StandardForm[StyleForm[NumberForm[TableForm[ N[{sourcerate, nout0, nout1, nout2, nout3, nout4, nout6, nout7}], TableHeadings->{ {"Source rate", "ECR", "RCS inj", "RCS", "PS inj", "PS", "SPS", "Decay Ring"}, None }], 3], FontWeight->"Plain", FontSize->16]]5 annualrate

Source rate 2. 1013

ECR 1.17 1012

RCS inj 5.83 1011

RCS 5.71 1011

PS inj 8.22 1012

PS 7.02 1012

SPS 6.63 1012

Decay Ring 7.12 1013

191.06841 10

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Gamma dependency

set18Ne;mergesratio := 40 Sqrt[topgamma/100];Plot[Evaluate[topgamma=x; annualrate], {x, 50,250}, PlotLabel->name, AxesLabel->{None,DisplayForm[ \(\("[yr"\^"-1"\)"]"\) ]}];

100 150 200 250

3.5 10 16

410 16

4.5 10 16

510 16

5.5 10 16

610 16

6.5 10 16

yr 1 18Ne

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Accumulation dependencyset6He;

spscycletime

p1b

ListPlotTableEvaluatercsbatches x;psaccumulationtime, annualrate,x, 16, 160, 1,PlotJoined True, PlotLabel name,

PlotStyle Hue1, Dashing0.02, 0.01,AxesLabel "Accumulation\ntime", "Annualrate";

6.

2 4 6 8 10

Accumulationtime

1.75 10 18

2.25 10 182.5 10

182.75 10 18

310 183.25 10

183.5 10 18

Annualrate 6He

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Duty factor dependency

set6He;ListPlot[ Table[Evaluate[{mergesratio=x, fullchain}], {x, 15,150,5}], PlotJoined->True, PlotLabel->name];

20 40 60 80 100 120 140

810 13

910 13

11014

1.1 10 14

1.2 10 14

1.3 1014

6He

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The slow cycling time.

What can we do?

Production

PS

SPS

Decay ring

Ramp time PS

Time (s)0 8

Wasted time?

Ramp time SPS

Reset time SPS

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How to change the flux, 6He

100 150 200 250

1.5 1018

21018

2.5 1018

31018

Flux as a function of gamma

Flux as a function of accumulation time in PS

0.005 0.015 0.02

1.8 1018

2.2 1018

2.4 1018

2.6 1018

2.8 1018

31018

3.2 1018

Flux as a function of duty cycle

2 4 6 8 101.75 1018

2.25 1018

2.5 1018

2.75 1018

31018

3.25 1018

3.5 10186He

With an accumulation time in the PS of 4.3125 seconds,

a SPS repetitiontime of 6. seconds

and the standard dutycycle

the annual flux of 6He would be 3.44963 1018

with 5.8138 1013 ions in the decay ring

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How to change the flux, 18Ne

Flux as a function of gamma

Flux as a function of accumulation time in PS

Flux as a function of duty cycle

100 150 200 250

31016

41016

51016

61016

0.005 0.015 0.02

61016

71016

81016

91016

2 4 6 8 10

61016

71016

81016

91016

11017

1.1 1017

18Ne

N.B. 3 charge states through the linac!

With an accumulation time in the PS of 5.5625 seconds,

, a SPS repetitiontime of 7.2 seconds

, 3 charge states in the linac

and the standard dutycycle

the annual flux of 18Ne would be 3.42769 1017,

with 5.8138 1013 ions in the decay ring

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Baseline, version 2

• ECR source operates at 15 Hz• PS receives 20 bunches• No merging in PS and SPS

– Tune shift respected

• With version 1 input for all other parameters for 10 years running (5+5):– Anti-neutrinos: 1.07 1019

– Neutrinos: 2.65 1017

Page 34: A BASELINE BETA-BEAM

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19Ne?

• 19Ne:

• With three linacs and accumulation – New PS– Accumulation ring– Three linacs– SPS tune shift?

s 22.17t

MeV 2.2 Q

1/2

199

1910

eFNe

10 20 30 40 50 60

21018

41018

61018

81018

19Ne

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NUFACT05 35

EC: A monochromatic neutrino

beam

Decay T1/2 BR EC/ ECI B(GT) EGR GR QEC E E

148Dy 148Tb* 3.1 m 1 0.96 0.96 0.46 620 2682 2062

150Dy 150Tb* 7.2 m 0.64 1 1 0.32 397 1794 1397

152Tm2- 152ET* 8.0 s 1 0.45 0.50 0.48 4300 520 8700 4400 520

150Ho2- 150Dy* 72 s 1 0.77 0.56 0.25 4400 400 7400 3000 400

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150Dy

• Partly stripped ions: The loss due to stripping smaller than 5% per minute in the decay ring

• Possible to produce 1 1011 150Dy ions/second (1+) with 50 microAmps proton beam with existing technology (TRIUMF)

• An annual rate of 1018 decays along one straight section seems as a realistic target value for a design study

• Beyond EURISOL DS: Who will do the design?• Is 150Dy the best isotope?

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Conclusions

• Beta-Beam Task well integrated in the EURISOL DS

• EURISOL study will result in a first conceptual design report for a beta-beam facility at CERN.– We need a “STUDY 1” for the beta-beam to be

considered a credible alternative to super beams and neutrino factories

• Recent new ideas promise a fascinating continuation into further developments beyond the ongoing EURISOL DS– Low energy beta-beam, EC beta-beam, High gamma beta-

beam, etc.