Actually, electric dipole moments.... The new limit on the electric dipole moment (EDM) of the electron published by the ACME collaboration was already mentioned on blogs and in popular press. Here I will discuss in slightly more technical terms the significance of this result.
For particle physicists the EDM looks like this:
So, the EDM of the electron is defined as a coefficient de of a particular operator that couples the electron field e to the electromagnetic (photon) field Aμ. By dimensional counting, de is expressed in units of 1/Energy or, equivalently, in units of length. The ACME limit reads |de| ≤ 8.7×10^−29 e*cm or |de| ≤ e/(2×10^14 GeV), where e is the electric charge. This is 12 times stronger than the previous best limit.
The connection to what ordinary people understand as the EDM is that, in the limit of non-relativistic quantum mechanics, the EDM operator above reduces to the interaction Hamiltonian
Thus, at non-relativistic energies the EDM corresponds to a shift of energy levels of the electron in an external electric field E that depends on the direction of electron's spin Se. This is how the EDM is measured in practice, up to a few unexciting details that those with a passion for craftsmanship can find in the ACME paper ;)
The EDM operator is non-renormalizable as it has dimension 5 (actually, dimension 6 when it is rewritten in a form that is invariant under the Standard Model gauge symmetry). For that reason it cannot appear in the Standard Model Lagrangian, and the lowest order prediction is de=0. However, it can be generated by loop effects, much as the closely related operator responsible for the anomalous magnetic dipole moment of the electron. The important difference between these two is that the EDM, unlike the magnetic moment, violates CP symmetry. The Standard Model contains only one source of CP violation - the invariant phase in the CKM matrix. This invariant is proportional to the product of all the CKM mixing angles which are small numbers, therefore CP violating effects in the Standard Model are severely suppressed. Moreover, it turns out that the electron EDM arises only at the 4th order (4 loops) in perturbation theory. All in all, the contribution from the CKM phase is estimated as |de| ≤ 10^-38 e*cm, many orders of magnitude below the current experimental sensitivity. The neutrino sector may bring new sources of CP violation - the Dirac and Majorana phases in the PMNS neutrino mixing matrix - and these contributions to the electron EDM may arise already at 2 loops. Since we don't know the phases in the neutrino sector (or even the absolute values of the neutrino masses for that matter) we cannot compute that contribution exactly. However, we know it should be suppressed by neutrino masses squared and one can estimate it leads to Δde ≲ 10^-43 e*cm, even smaller than the CKM phase contribution. At the end of the day, the Standard Model prediction is de=0 for all practical purpose. That's great, because it means that the electron EDM offers a clean test of the Standard Model: a measurement of a non-zero value would be an unequivocal proof of new physics beyond the Standard Model.
So what does the new ACME measurement tell us about new physics? Generally, new physics contributions to the EDMs must be of the form
where v=246 GeV is the electroweak scale, M is the mass scale of new physics and c is a numerical coefficient that may be of order 1, or may be smaller depending on a model. For c∼1, the ACME result translates to the mind blowing limit of M ≳ 10^5 TeV. This is the best case scenario that arises when new physics has a completely generic flavor and CP violating structure and couples strongly to the electron. But not every new physics model is constrained so stringently. It is often automatic that new physics contributions to the electron EDM are proportional to the electron mass (if it isn't, an appropriate protection mechanism can be rather easily incorporated into the model). Moreover, the EDM is typically suppressed by a 1-loop factor at least. Then a better estimate is
which leads to the limit M≳10 TeV for the mass scale of CP violating new physics. That's a less impressive but still a non-trivial constraint on models of new physics at the TeV scale.
It is worth commenting on supersymmetry as a particular example of new physics that may come in a package with new sources of CP violation. Even in the minimal supersymmetric
model there are dozens of potential new phases that could show up in the
electron EDM. To avoid a too complicated and too pessimistic analysis one
always introduces additional constraints on the parameter space that
hopefully can be explained by an underlying model of supersymmetry
breaking. As an example, let's see what happens in the very restricted
framework where all superpartner masses are the same, and the only new
source of CP violation is the relative phase θ between the μ term and Bμ
term in the Higgs sector. Then one obtains
where g is the weak coupling in the Standard Model, and tanβ is a free
parameter describing the supersymmetric Higgs sector. This is a very
severe constraint for large tanβ, but also a non-trivial one for
moderate tanβ. Of course, this kind of arguments does not robustly
exclude supersymmetry showing up at the energies achievable at the LHC. The supersymmetric
model could have a more elaborate protection mechanism (e.g. leading
to a suppression by additional loop factors), or simply the CP violating
phases could vanish because of the way how supersymmetry breaking is
transferred to the observable sector (see here
for one concrete example). But the simplest explanation of the current
data is that there are no superpartners up to at least ~10 TeV.
The most exciting aspect about the electron EDM is that there's still a lot
of room for improving the experimental sensitivity. Therefore we will
be able to indirectly probe new physics at even higher scales. ACME
itself boasts that they can improve the limit by another factor of 10
soon. That would translate to a factor of 3 improvement in the new
physics reach; that's by the way more than the energy jump from 8 to 13 TeV LHC...
Clearly, the EDMs are one of our best chances to pinpoint the scale of
new physics in this century.
Monday 18 November 2013
Wednesday 30 October 2013
Fiat LUX
A new episode of the dark matter detection saga was just broadcast live from Sanford Lab. LUX is a new direct detection experiment located in a South Dakota mine, not far from Mt Rushmore. Today they presented their results based on the first 3 months of data taking.
LUX is very similar to its direct competitor Xenon100. They both use a dual-phase xenon target, and a combination of scintillation and ionization photons to detect collisions of dark matter particles with nuclei, estimate their recoil energies, and separate dark-matter-like events from gamma- and beta-ray backgrounds. The active target region of LUX is about 4 times larger than that of Xenon100, but the shorter time of data taking means the amount of data collected so far is similar. However, one advantage of LUX is better collection of photons appearing inside the detector, which allows them to lower the energy threshold for detection down to 3 keV nuclear recoils (compared to the 6.6 keVnr threshold in the latest Xenon100 analysis). Thanks to this feature, they already managed to beat the Xenon100 sensitivity significantly, especially for low mass (below 10 GeV) dark matter which produces few photons when it scatters on nuclei. This last aspect was what made today's announcement so interesting. Recently there has been several (partly contradictory) reports of possible detection of low mass dark matter, the most serious of which was the 3 events seen by the CDMS silicon detector. These signals were in tension with the Xenon100 results, but the low mass region is experimentally difficult and an independent confirmation was more than welcome. If the CDMS signal was really dark matter LUX should be literally swamped with dark matter events. Instead, what they see is this:
![](data:image/png;base64,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)
There's 160 events surviving the experimental cuts. They are plotted according to how many scintillation (S1) and ionization (S2) photons they produce. The background is expected to show up in the blue band, and the dark matter signal (characterized by a lower ratio of ionization to scintillation) in the red band. What can be found in the red band is perfectly consistent with leakage from the background region (note in particular that there is no events below the center of the band), with the p-value for the background only hypothesis at the fairly large value of 35%. Translating that into limits on the scattering cross section of vanilla-type dark matter on nucleons results in this plot:
![](data:image/png;base64,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)
The red line is the previous best limit from Xenon100. The blue line is the current 90% CL limit from LUX, which puts them at the pole position in the entire mass range above GeV. They are the first to break the 10^-45 cm^2 cross section barrier: the limit goes down to 7.6*10^-46 cm^2 for dark matter mass of 33 GeV. To put it into perspective, the LHC can currently study processes with a cross section down to 10^-39 cm^2 (1 femtobarn). The inlay shows the low mass region where positive signals were claimed by CDMS-Si (green), CoGeNT (orange), CRESST (yellow) and DAMA (grey). All of these regions are now comfortably excluded, at least in the context of simple models of dark matter.
So, the light dark matter signal that has been hanging around for several years is basically dead now. Of course, theorists will try to reconcile the existing positive and negative results, just because it's their job. For example, by playing with the relative couplings of dark matter to protons and neutrons one can cook up xenophobic models where dark matter couples much more strongly to silicon and germanium than to xenon. But seriously, there's now little reason to believe that we are on the verge of a discovery. Next time, maybe.
The LUX paper is here.
LUX is very similar to its direct competitor Xenon100. They both use a dual-phase xenon target, and a combination of scintillation and ionization photons to detect collisions of dark matter particles with nuclei, estimate their recoil energies, and separate dark-matter-like events from gamma- and beta-ray backgrounds. The active target region of LUX is about 4 times larger than that of Xenon100, but the shorter time of data taking means the amount of data collected so far is similar. However, one advantage of LUX is better collection of photons appearing inside the detector, which allows them to lower the energy threshold for detection down to 3 keV nuclear recoils (compared to the 6.6 keVnr threshold in the latest Xenon100 analysis). Thanks to this feature, they already managed to beat the Xenon100 sensitivity significantly, especially for low mass (below 10 GeV) dark matter which produces few photons when it scatters on nuclei. This last aspect was what made today's announcement so interesting. Recently there has been several (partly contradictory) reports of possible detection of low mass dark matter, the most serious of which was the 3 events seen by the CDMS silicon detector. These signals were in tension with the Xenon100 results, but the low mass region is experimentally difficult and an independent confirmation was more than welcome. If the CDMS signal was really dark matter LUX should be literally swamped with dark matter events. Instead, what they see is this:
There's 160 events surviving the experimental cuts. They are plotted according to how many scintillation (S1) and ionization (S2) photons they produce. The background is expected to show up in the blue band, and the dark matter signal (characterized by a lower ratio of ionization to scintillation) in the red band. What can be found in the red band is perfectly consistent with leakage from the background region (note in particular that there is no events below the center of the band), with the p-value for the background only hypothesis at the fairly large value of 35%. Translating that into limits on the scattering cross section of vanilla-type dark matter on nucleons results in this plot:
The red line is the previous best limit from Xenon100. The blue line is the current 90% CL limit from LUX, which puts them at the pole position in the entire mass range above GeV. They are the first to break the 10^-45 cm^2 cross section barrier: the limit goes down to 7.6*10^-46 cm^2 for dark matter mass of 33 GeV. To put it into perspective, the LHC can currently study processes with a cross section down to 10^-39 cm^2 (1 femtobarn). The inlay shows the low mass region where positive signals were claimed by CDMS-Si (green), CoGeNT (orange), CRESST (yellow) and DAMA (grey). All of these regions are now comfortably excluded, at least in the context of simple models of dark matter.
So, the light dark matter signal that has been hanging around for several years is basically dead now. Of course, theorists will try to reconcile the existing positive and negative results, just because it's their job. For example, by playing with the relative couplings of dark matter to protons and neutrons one can cook up xenophobic models where dark matter couples much more strongly to silicon and germanium than to xenon. But seriously, there's now little reason to believe that we are on the verge of a discovery. Next time, maybe.
The LUX paper is here.
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