Plans for the creation of the first matter-antimatter (electron-positron) plasmas on Earth

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Plans for the creation of the first matter-antimatter (electron-positron) plasmas on Earth Thomas Sunn Pedersen, Uwe Hergenhahn, Haruhiko Saitoh, Eve Stenson, Juliane Stanja, Holger Niemann, Norbert Paschkowski Max-Planck Institute for Plasma Physics, Germany Collaborators: Per Helander, IPP, Frank Jenko UCLA Lutz Schweikhard, Gerrit Marx, Ernst-Moritz-Arndt University, Greifswald Christoph Hugenschmidt, TU München, Garching Cliff Surko, James Danielson, UC San Diego

Electron-positron plasmas: A new frontier in basic plasma physics We aim to produce the first symmetric (equal mass) matterantimatter plasmas on Earth They will serve as a first experimental proxy for the plasma dynamics that dominated the very early Universe which presumably consisted of equal amounts of symmetric matterantimatter plasma They are predicted to have unique properties due to the symmetry Vastly reduced complexity of modes and instabilities Generic coupling between density and potential perturbations disappears Strong magnetization kills off the remaining instabilities 1 Tsytovich and Wharton, Comments Plasma Phys. Contr. Fusion 4 91 (1978) 2 T. Sunn Pedersen et al., J. Phys. B 36 1029 (2003) 3 T. Sunn Pedersen et al. New Journal of Physics, 14(3):035010, (2012) 4 P. Helander, PRL (2014) 5 T. Sunn Pedersen and A. H. Boozer, PRL 88 205002 (2002) 2

Electron-positron plasmas: are we there yet? Despite the obvious loss mechanism (annihilation) such plasmas can be long-lived if a suitable confinement scheme is used Several such confinement schemes have been proposed Over 1000 theory papers on the topic (INSPEC search 2013) Why then, has no experiment been built yet? Positrons are hard to come by, especially cold ones T. Sunn Pedersen and A. H. Boozer, PRL 88 205002 (2002) 3 T. Sunn Pedersen et al., J. Phys. B 36 1029 (2003) T. Sunn Pedersen et al. New Journal of Physics, 14(3):035010, (2012)

How many positrons are needed to make a pair plasma? Must get enough positrons to get 10 Debye lengths: λ De = ε 0T e n e e 2 << a λ D+ = ε 0T + n + e 2 << a T=? Depends on how the pair plasma is made. Clearly colder is better (up to a point; positronium formation, annihilation) Given a finite number of positrons, should we make the trap small (maximize n) or large (maximize a)? n = N /V = N *const * a 3 λ D a = ε 0 T e ne 2 a = ε 0 T e e 2 a n = ε 0 T e e 2 a * k * N * a 1.5 ~ a Pedersen et al., New Journal of Physics 14 035010 (2012) 4

How many positrons are needed to make a pair plasma? Assume T e =T + =5 ev (for simplicity, seems realistic goal) An extreme smallness of the plasma makes diagnostics and coil design difficult: Aim for tabletop size: Assume a=5 cm, V=10 liter (small toroidal device) Aim for 5 mm Debye length (a/λ D =10>>1) 10λ De =10 ε 0 T ne 2 < a 100 ε 0 T ne 2 < a2 n >100 ε 0 T a 2 e 2 1.1 1013 m 3 N = nv >1.1 10 11 N =10 9 s 1 τ c 10 11 τ c 100s Confinement device for e-p plasma would need better than 100 sec confinement time Should be possible in a dipole but appears unlikely in a simple stellarator (as explained in the next slides) Plan A: Use Penning trap to accumulate then inject into e- p plasma confinement device 5

Columbia Non-neutral Torus (CNT) results 6

7

However, there are some bad orbits! CNT is a classical stellarator no complicated optimization: About 50% of particles in a Maxwellian are magnetically trapped due to mirror force and are not confined. (Blue: low B, Red: High B)

ExB comes to the rescue (again) Play the pure toroidal trap trick: a>>λ D guarantees v ExB dominates over magnetic drifts

The Columbia Non-neutral Torus: Overview Original plan 1,2 : Design and build stellarator Create and study pure electron plasmas Achieve 1000 second confinement for these plasmas without internal objects Inject positrons during these 1000 seconds Create more or less quasineutral electron-positron plasma What really happened: Built stellarator (2002-2004) 3,4 Created and studied pure electron plasmas with internal objects (2005-2011) Initially: 20 msec confinement time 5 Then: 300 msec confinement time 6 Created pure electron plasmas without internal objects Up to 90 msec confinement time (2011) 7 1. T. Sunn Pedersen and A. H. Boozer, PRL 88 205002 (2002) 2. T. Sunn Pedersen et al., Journal of Physics B p. 1018 (2003) 3. T. Sunn Pedersen et al. Phys. Plasmas 13 012502 (2006) 4. T. Sunn Pedersen et al. Fusion Sci. Technol. 50 372 (2006) 5. J. P. Kremer et al., PRL 97 095003 (2006) 6. P. W. Brenner et al., Contrib. Plasma Phys. 50 678 (2010) 7. P. W. Brenner and T. Sunn Pedersen, Letter in Phys. Plasmas (2012) 10

Experimental finding 1: ExB is sometimes bad Insulated rods charge up negative relative to plasma to self-shield Resulting ExB drift pattern convects particles along the rod all the way to the open field lines. J. P. Kremer et al., PRL 97 (2006) J. W. Berkery et al., Phys. Plasmas 14 062503 (2007)

Numerical and experimental finding 2: ExB again Orbits poorly confined due to ExB

Why is ExB bad? Intuitive picture ExB (perpendicular motion) takes electron along electrostatic potential contour Parallel motion of passing electrons (combined with rotational transform) takes electrons along the magnetic surface, moving them poloidally By switching between potential contours and magnetic surfaces, particles can make enormous radial excursions

Fixing ExB part 1: Install Faraday cage This led to some improvement in particle confinement For details, see P. W. Brenner et al. Contributions to Plasma Physics (201) Next step: Remove internal rods

Fixing ExB part 2: Retract rods (20 msec) In Surfaces Retracted Design: Berkery et al. RSI (78) 2007

Then: ion accumulation limits confinement * He + N 2 (+O 2 ) Ion contamination must be avoided: Lower plasma temperature Lower neutral pressure Brenner and Pedersen, Letter in Physics of Plasmas (2012) 16

Next step stellarator for e-p plasmas: >1 second confinement Ionization crash avoided: Linear scaling with B Time (s) B (Tesla) B>2T should work so that plasma cools off at a faster rate than it decays 17

The grand scheme (plan A) NEPOMUC PAX APEX APEX-2 18

The grand scheme (plan A) NEPOMUC PAX APEX APEX-2 19

Positron Beam Facility at NEPOMUC SR 11 Remoderator Switch Open Beamport PAES CDBS PLEPS SPM interface Christoph Hugenschmidt 20

Beam Characteristics " Positrons created from gamma rays created in neutron capture. Neutrons come from the FRM- II reactor " Beam parameters: E = 1 kev d FWHM = 9 mm guide field B = 5 mt I beam = 1.1 10 9 e + /s " Energy spread: " For old beam at 5 mt: 1 ev " For new beam at 5 mt: First measurements will be attempted this week. Expectation: 1-10 ev Cooperation with Christoph Hugenschmidt, TUM 21

The grand scheme NEPOMUC PAX APEX APEX-2 22

PAX components already in operation in Greifswald 5T long term massive storage (multicell) Penning trap Single Penning trap positron storage cell B<0.04 T Buffer gas Trap Rare gas moderator plus Na-22 source 23

Positron Accumulation experiment (PAX) We will possibly/likely need a positron accumulation stage The stored number of positrons (10 11-10 12 ) will be larger by two orders of magnitude than earlier achieved Collaboration with Cliff Surko and James Danielson, UCSD Buffer gas trap fills multicell Penning trap array PAX positrons are injected into APEX 24

First experiments with electrons in storage trap B=5 T magnet B=2.3 T now LaB6 crystal Penning trap Phosphor screen Camera Up to 10 minutes of confinement achieved for 2*108 electrons in a single Penning trap: 10 times below space-charge limit set by end-cap 25 voltages.

PAX in Experimental Hall East in 2015 2018

The grand scheme can only be implemented in 2018 NEPOMUC PAX APEX-S APEX-D 27

The fast-track scheme (plan B) NEPOMUC APEX-D Direct injection of 10 9 positrons/sec Hopefully >100 sec confinement time: 10 11 stored positrons and electrons in a 10 liter volume: n~10 13 m -3 Factor of at least 10 safety margin for injection efficiency: At n=10 12 m -3 and T=1 ev, λ D =7 mm Fits into existing space in reactor hall at FRM-II 28

Give up stellarator? Different confinement and stability Stellarator Dipole Both have closed field lines: How to inject? 29

Two potential injection/creation schemes We will pursue two completely different schemes: Scheme 1: ExB drift injection (next slides) Use ExB drift plates to inject electrons and positrons into confined region Scheme 2: Positronium (ask if you are interested) Create positronium from positrons Drift positronium into confinement region Laser- or field ionize into e-p plasma

First injection experiments in a dipole are running ( this week!) ExB electron injector Neodymium magnet Neodymium magnet, B (at surface) ~ 0.4 T Injection onto closed field lines with ExB drift plates Electrode (magnet case) bias to get positron confinement Injection and trapping with electrons was already quite successful in this device

ExB injection deep into dipole or stellarator z Local azimuthal electric fields just outside the confinement region are effective in dipole H. Saitoh, et al., to be published x y Drift injection using external electrostatic potentials also effective in a stellarator B. Durand de Gevigney et al., Phys. Plasmas 18, 013508 (2011)

Diagnostics/annihilation Internal probes will lead to massive annihilation For a good e-p plasma (T=1 ev, n=10 14 m -3, V=10 liter, N=10 12 ): 10 8 annihilations/sec 10 4 sec plasma decay time due to annihilation Coincidence gamma ray detection 33

Annihilation can also measure temperature Coincidence gamma ray detection also using Doppler effect: ΔE 1 2 p Lc for T e = T p =1 ev: ΔE 0.6 kev, θ 0.1 High purity Germanium detectors (LNcooled): ΔE~1.2 KeV, T~3 ev and above Detector set available (as a loan) from FRM-II/NEPOMUC group Shown for illustration: 108 detectors Gammasphere Argonne Nat l Lab, USA 34

Annihilation micropellets: localized measurements Shoot in r=0.1 mm micropellets Can be injected from foil or gel by laser blow-off (S Zoletnik, private comm.) Annihilation on pellet dominates over volume annihilation allowing radially resolved local measurement of I sat : r = A T m n 2π 10 8 m 2 4 10 5 m/s 10 13 m 3 2.5 10 11 s 1 >>10 8 s 1 τ = 2a plasma / v pellet = 0.1 m /100 m/s =10 3 s ΔN=rτ = 2.5 10 8 << N =10 11 Local measurement almost non-perturbative 35

Summary A plan has been developed to create the world s first electron-positron plasmas Theoretical and numerical work is underway to detail the unique features of these plasmas confined in magnetic traps Positron source, manipulation techniques and accumulation techniques are being developed and integrated (first experiments done) Traps for matter-antimatter plasmas are being built Prototype traps used for pure electron plasmas First experiments with positrons running Injection schemes have been identified (POP stage) Diagnostic concepts have been identified (conceptual stage) 36