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Probing the electron edm with cold molecules E.A. Hinds Columbus Ohio, 23 June, 2010 Centre for Cold Matter Imperial College London
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+ + + + polarisable vacuum with increasingly rich structure at shorter distances: (anti)leptons, (anti)quarks, Higgs (standard model) beyond that: supersymmetric particles ………? How an electron gets structure - point electron
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electron spin + - edm Electric dipole moment (EDM)
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Left - Right MSSM ~ Multi Higgs MSSM ~ 1 10 -24 10 -22 10 -26 10 -28 10 -30 10 -32 10 -34 10 -36 eEDM (e.cm) Our experiment on YbF molecules explores this region Standard Model d e < 1.6 x 10 -27 e.cm Commins (2002) Excluded region (Tl atomic beam) 10 -18 Deb.
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The magnetic moment problem Suppose d e = 5 x 10 -28 e.cm (the region we explore) In a field of 10kV/cm d e.E _ 1 nHz ~ When does B. B equal this ? B _ 1 fG ~ It seems impossible to control B at this level especially when applying a large E field
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A clever solution E electric field de de amplification atom or molecule containing electron (Sandars) For more details, see E. A. H. Physica Scripta T70, 34 (1997) Interaction energy -d e E F P F P Polarization factor Structure-dependent relativistic factor ~ 10 (Z/80) 3 GV/cm
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Our experiment uses a molecule – YbF EDM interaction energy is a million times larger (mHz) mHz energy now “only” requires nG stray field control Amplification in YbF 16 GV/cm
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| -1 > | +1 > | 0 > The lowest two levels of YbF Goal: measure the splitting 2d e E to ~1mHz F=1 F=0 E -d e E +d e E + - + - X 2 + (N = 0,v = 0) 170 MHz
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Fluorescence Time of flight (ms) Time-of-flight profile 2.12.32.52.72.93.1 How it is done Pulsed YbF beam Pump A-X Q(0) F=1 Probe A-X Q(0) F=1 PMT 3K beam F=1 F=0 rf pulse B HV+ HV- Scanning the B-field -200-100100200 B (nT) Ch 15 Cold Molecules, eds. Krems, Stwalley and Friedrich, (CRC Press 2009)
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Measuring the edm Applied magnetic field Detector count rate B0B0 -E E Interferometer phase = 2( B + d e E) / Interferometer phase = 2( B) / - d e -B 0
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Modulate everything Generalisation of phase-sensitive detection Switch periodically on short timescale but randomly on long timescale. Sequence chosen to minimize noise. Measure all 512 correlations. ±E ±B ±B±B ±rf2f ±rf1f ±rf2a ±rf1a ±laser f ±rf spin interferometer signal 9 switches: 512 possible correlations
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7 Non-zero correlations 504 correlations should be zero and they are! correlationmean mean/ fringe slope calibration beam intensity -switch changes rf amplitude E drift E asymmetry inexact π pulse We don’t look at the last one (EDM).
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** Don’t look at the mean edm ** We don’t know what result to expect. Still, to avoid inadvert bias we hide the mean edm. A random blind offset is added that only the computer knows. More important than you might think. –e.g. Jeng, Am. J. Phys. 74 (7), 2006.
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+20 -20 mean EDM (10 -26 e.cm) 7381 measurements (~6 min each) at 11.6 kV/cm. +40 -40 mean EDM (10 -26 e.cm) 1440 measurements (~6 min each) at 3.3 kV/cm
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Initial edm results and std. error -147± 5 ×10 -28 e.cm mean-1010 (10 -26 e.cm) edm distribution 11.6 kV/cm Blind results includes blind offset mean-2020 (10 -26 e.cm) edm distribution 3.3 kV/cm -144±22 ×10 -28 e.cm with same offset
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Two systematic error corrections Magnetic field noise B fluctuations synchronous with E reversal produce false EDM. We measure and correct: (-2.2 ± 1.6) ×10 -28 e.cm. Electric field asymmetry “Reversal” changes magnitude of E (slightly) This induces a false EDM We measure and correct: (+0.4 ± 0.4) ×10 -28 e.cm.
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Negligible systematics HV charging current: can magnetize shields < 0.3 ×10 -28 e.cm B that reverses with E B. E. Sauer, Dhiren Kara, J. J. Hudson, M. R. Tarbutt, E. A. Hinds “A robust floating nanoammeter”. Rev. Sci. Instr. 79, 126102 (2008). HV leakage current: makes B that reverses with E i < 2 nA < 0.8 ×10 -28 e.cm “A robust floating nanoammeter” Rev. Sci. Instr. 79, 126102 (2008). Faraday Discussions, 142, 37 (2009) Changing E direction along beamline < 0.03 ×10 -28 e.cm geometric phase
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F=0 F=1 sensitive to E (Stark shift) Mapping the E field 3K beam rf pulse B 170.9170.8170.7 Frequency (MHz) Molecule arrival time PRA 76 033410 (2007) Electric field variation along plates Position along plates (m) gap is constant to ± 90 μm !
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One last check... Identical run, but with E reversal disabled 9000 edm measurements (3 months) false edm < 4 ×10 -28 e.cm No systematics observed.
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80 60 40 20 0 -20 EDM (10 -28 e.cm) NO! EDM changes across the pulse One last, last check! PMT Do front and back of pulse measure the same EDM?
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What’s going on ??? The edm should not care where it is measured (front or back of pulse) The edm should not care how fast molecules are (570 or 590 m/s) We find that this “chirp” is proportional to (i) detuning of 1 st rf pulse (ii) asymmetry of E reversal Can be corrected, but we’d like a detailed model
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Current status Close to a measurement at the level of 4×10 -28 e.cm Systematics seem under control at this level, but we’d like to understand the chirp. Expect to unveil the result later this summer
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New cryogenic buffer gas source of YbF YbF beam YAG ablation laser 3K He gas cell Yb+AlF 3 target Spectroscopy inside: New J.Phys. 11, 123026 (2009)
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the real thing upper LIF detector lower LIF detector YbF beam
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170MHz Q(0) hyperfine splitting Lower PMT Upper PMT 6 5 4 3 2 1 0 molecules /sr/pulse (10 10 ) 170 Beam intensity 174 Q(0) 170 MHz hfs fluorescence spectrum 5 10 10 molecules/sr/pulse in N=0 F=1 25 higher intensity than best previous! relative frequency (MHz)
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Beam velocity LIF at lower PMT z = 23mm LIF at upper PMT z = 132mm 0123456 time (ms) v = 150 m/s tuneable by He pressure 100-200 m/s 700 s
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EDM prospects with new source 25 more molecules => 20 better signal:noise ratio Also, ideal source for decelerating or trapping many species and for laser cooling CaF, BaF, SrF to K. 4 longer interaction time => access to low 10 -29 e.cm range!
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Acknowledgements Royal Society EPSRC Euroquam CHIMONO Ben Sauer Jony Hudson Mike Tarbutt Dhiren Kara (Ph..) Joe Smallman (P...) EDM Rich Hendricks Sarah Skoff (Ph..) Nick Bulleid (P...) buffer gas source
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