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Measuring the Electron EDM Using
Ytterbium Fluoride (YbF) Molecules
β€œmeasuring the shape of the electron”
Joe Smallman
The electron electric dipole moment (EDM)
β€’ Displacement of centre of charge from
centre of mass
𝐸
βˆ’ βˆ’
𝑑𝑒
βˆ’
βˆ’ βˆ’
βˆ’ βˆ’
π‘ˆ = βˆ’ 𝑑𝑒 βˆ™ 𝐸
𝑑 𝑒 ǁ𝜎
2
Electron EDM estimates
David A. Aguilar
Harvard-Smithsonian Center for Astrophysics
not enough CP violation
|dethallium|< 1.6 x 10-27e.cm
3
How small is that?
β€’ Assume:
β€’ 𝑑𝑒 β‰ˆ 10βˆ’27 𝑒. π‘π‘š = 2 × 10βˆ’19 𝑒. π‘Ž0 = 5 × 10βˆ’19 𝐷
β€’ 𝐸 β‰ˆ 1𝐺𝑉/π‘π‘š
EDM interaction:
βˆ’π‘‘π‘’ βˆ™ 𝐸 β‰ˆ 0.25 π‘šπ»π‘§
β€’ ≑ βˆ’πœ‡π΅ βˆ™ 𝐡 for β‰ˆ 17𝑓𝑇 magnetic field
β€’ β‰ˆ 10βˆ’10 π‘π‘šβˆ’1
β€’ β‰ˆ 10βˆ’18 𝑒𝑉
4
How atoms and molecules can help
β€’ Amplify the electron EDM interaction!
βˆ’π‘‘ 𝑒 βˆ™ 𝐸
𝑑𝑒
complicated
special relativity
βˆ’π‘‘π‘’ βˆ™ 𝐸eff
𝐸eff = 𝐸eff max Ξ· 𝐸app 𝑧
𝑛
𝐸app 𝑧
structure
dependent
factor ~𝑍 3
polarisation
factor
π‘›βˆ™π‘§
5
YbF electric field enhancement
β€’ 𝐸eff = 14.5 GV/cm for 𝐸app = 10 kV/cm
β€’ Enhancement of 106 !
β€’ Needs β€˜only’ nano-Gauss level of B-field control
6
YbF energy levels
7
EDM measurement
𝐸eff
Torque:
d𝐹
= 𝑑e × πΈπžπŸπŸ + (πœ‡ × π΅)
dt
𝐹
𝐡
(ΞΌB βˆ“ de Eeff )T
Ο•=
Δ§
βˆ†πœ™ < 7 ΞΌrad
or
βˆ†π‘ˆ < 2 mHz
8
Measuring the electron EDM
9
Interference fringes
𝑆=
cos2 Ο•
Ο•=
(ΞΌB βˆ“ de Eeff )T
Δ§
10
Lots of other parameter modulations
demonstrated in
last slide
β€’ E-field direction
β€’ B-field direction
β€’ B-field magnitude
β€’ rf pulse frequency (independently)
β€’ rf pulse amplitude (independently)
β€’ rf pulse phase difference
β€’ laser frequency
11
Result
β€’ 2011 dataset: 6194 measurements (6min/measurement)
de = βˆ’2.4 ± 5.7stat ± 1.7syst × 10βˆ’28 e. cm
de < 1 × 10βˆ’27 e. cm with 90% confidence
J J Hudson et al. Nature 473 493-496 (2011)
D M Kara etal. New. J. Phys. 14 103051 (2012)
12
Upgrades since 2011
β€’ 3rd layer of magnetic shielding
β€’ Less magnetic field noise
β€’ Longer inner magnetic shield
β€’ Reduce end effects
β€’ Separate rf transmission line from HV plates
β€’ Reduce end effects, higher applied E-field, less leakage
old scheme
new scheme
β€’ Shorten rf pulses
β€’ Reduce systematics associated with rf detuning
13
YbF fountain
β€’ 0.5s coherence time
instead of 0.5ms
οƒ˜ 6 × 10βˆ’31 e cm
in 8hrs
Tarbutt et al. New J. Phys. 15 053034 (2013)
14
The YbF eEDM team
Joe Smallman
Ben Sauer
Jack Devlin
Mike Tarbutt
Ed Hinds
Jony Hudson
15
EDM measurement
β€’ Measure the EDM induced splitting
nuclear spin
electron spin
+𝑑𝑒 𝐸eff
mF=-1
large tensor
Stark shift
-𝑑𝑒 𝐸eff
mF=0
F=1
mF=+1
F=0
mF=0
16
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