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eEDM: Is 0.000000000000000000 000000000087 equal to zero?

Artist's conception of JILA's new technique for measuring the electron's roundness, or electric dipole moment (EDM). The method involves trapping molecular ions of hafnium fluoride (red and blue spheres, respectively) in spinning electric and magnetic fields. Researchers measure changes over time in the "spin" direction of the molecules' unpaired electrons (arrows in yellow spheres), which act like tiny bar magnets. Specific patterns in the rate of change, reflecting alterations in the gap between two magnetic energy levels in the molecules, would indicate the existence and size of an EDM. Credit: Baxley/JILA, source-NIST

Rene Descartes felt that the central quality of matter was “extension,” the ability to occupy space.  Even nowadays this is a pretty good intuitive description of ordinary matter.  Most of the important objects in our material world seem to take up space.  Even the things we can’t see, such as atoms and bacteria, are known to take up space.  The same, however, might not be true for electrons.  An important part of all atoms, electrons are generally thought to be pointlike.  That is, the electron acts as if it were not an extended object.

Even as a point particle, the electron’s mass, charge, and magnetic moment have all been measured to high precision. What about an electron’s electric dipole moment?  Is it even there? An electric dipole moment (EDM for short) arises from a distortion in the distribution of electric charge. Some molecules like water, which consists of two hydrogen atoms and an oxygen atom, have nonzero EDMs because they have a bent, asymmetric shape. But the existence of an electron EDM has yet to be confirmed by experiment. In fact, it looks like the electron EDM is no larger than 8.7 x 10-29 e-cm. 

Read more to learn more on why victory hasn’t been declared.

Measuring a nonzero electron EDM would likely indicate new particle physics at work--beyond what is predicted by the standard model. This is part of the motivation for experimental work in this area. Current experiments may be close to confirming or negating some theories, like supersymmetry, which predict a relatively large (still only barely measurable) eEDM. Elementary particle physics is usually performed in a city-sized laboratory like the Large Hadron Collider. This search for the electron EDM is particle physics done in room-sized atomic physics labs. Recently two experimental groups have weighed in on this subject. 

One group, at JILA (a joint institution between NIST and CU) in Boulder, Colorado, looks for the roundness of electrons. Published in the 6 December issue of Science, these scientists study electrons attached to hafnium fluoride ions. These molecules, like water molecules, are polar. By immersing the molecules in rotating electric and magnetic fields, the NIST researchers hope eventually to measure electron EDM. They admit that the sensitivity of their apparatus is not sufficient to improve on previous measurements of EDM, but they expect to reach that point within a few years.

The other collaboration, located at Harvard, published their results in the same journal on 19 December 2013. They observe the fluorescent behavior of thorium-oxide molecules, which have been excited into specific quantum states by lasers. The result of this work actually achieves a new upper limit for the electron’s EDM. The new bound is expressed in units of electric charge times distance: 8.7 x 10-29 e-cm. This is a factor of ten smaller than the best previous measurement.

Recent Quantum Bits

October 17, 2016

Check out the second half of our feature story on Weyl semimetals and Weyl fermions, new materials and particles that have become a major focus for condensed matter researchers around the world. Part two looks at some of the theoretical work going on at JQI and CMTC. If you missed part one, it's not too late to catch up on the series. And if you missed our roundup of the research that led to last week's Nobel Prize in Physicsresearch that is closely related to Weyl materialswe encourage you to take a look.

JQI is also happy to congratulate Karina Jiménez-García on receiving a 2016 L'Oréal-UNESCO For Women in Science fellowship. "This is a recognition that I owe to all those that have guided and inspired me and those who have supported me throughout my professional career, especially my family," Jiménez-García said. We wrote a short story on how she plans to use the fellowship funds. It links to stories about the research she worked on while visiting JQI.

October 6, 2016

This year's Nobel Prize in Physics was awarded to three researchers who helped bring topology into physics. It's an innovation that has propelled condensed matter physics for the past three decades, leading recently to the discovery of several exotic materials.

We put together a roundup ( of the research that led to the prize and offered our take on topology. (Yes, we resorted to pastries.)

This year's prize is timely, too, as today we published part one ( of a two-part series on Weyl semimetals, topological materials with a long history. That history is due, in part, to this year's laureates: David Thouless, Duncan Haldane and Michael Kosterlitz.

Part one focuses on the history and basic physics of Weyl materials. Part two, which will appear next week, focuses on some of the research being explored by physicists at JQI and the Condensed Matter Theory Center at the University of Maryland.

September 15, 2016

From self-driving cars and IBM’s Watson to chess engines and AlphaGo, there is no shortage of news about machine learning, the field of artificial intelligence that studies how to make computers that can learn. Recently, parallel to these advances, scientists have started to ask how quantum devices and techniques might aid machine learning in the future.

To date, much research in the emerging field of quantum machine learning has attacked choke points in ordinary machine learning tasks, focusing, for example, on how to use quantum computers to speed up image recognition. But Vedran Dunjko and Hans Briegel at the University of Innsbruck, along with JQI Fellow Jake Taylor, have taken a broader view. Rather than focusing on speeding up subroutines for specific tasks, the researchers have introduced an approach to quantum machine learning that unifies much of the prior work and extends it to problems that received little attention before. They also showed how to increase learning performance for a large group of problems. The research has been accepted for publication in Physical Review Letters.

Quantum-enhanced machine learning. V. Dunjko, J. M. Taylor and H. J. Briegel, Physical Review Letters, to appear. arXiv:

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