Citation — to the study
Dror Shafir, Hadas Soifer, Barry D. Bruner, Michal Dagan, Yann Mairesse, Serguei Patchkovskii, Misha Yu. Ivanov, Olga Smirnova, and Nirit Dudovich, Resolving the time when an electron exits a tunnelling barrier, Nature 485(7398): 343–346(17 May 2012) doi:10.1038/nature11025
Citation — to Bob Yirka’s excellent lay explanation of how the study was done
Bob Yirka, Research team devises a means for measuring quantum tunneling time, Phys.org (18 May 2012)
Just about the best explanation of an aspect of quantum physics as I have ever read
It takes a sharp intellect and good writing to clarify difficult phenomena for lay readers.
After you read the following, you might think, “What was so hard about that?”
And that is exactly my point about science writer Bob Yirka’s communication ability:
Quantum tunneling is where particles are able to move through a barrier even though they lack sufficient energy to do so.
It’s also a process that happens at such speed that it’s been almost impossible to measure. Making things even more difficult is the fact that measurement of the speed of tunneling is described differently depending on whether it is inside or outside of its barrier.
Outside, the speed at which a particle moves is described by normal Newtonian physics.
Inside of its barrier however, it’s described by a complex number, which is calculated by combining a real and imaginary number.
Making things even murkier is the fact that particles such as electrons don’t exist in a single state, but rather as a quantum wave, which is described by a wave function.
© 2012 Bob Yirka, Research team devises a means for measuring quantum tunneling time, Phys.org (18 May 2012) (paragraph split)
What the experimenters did to measure the time that it takes a helium electron to tunnel
The barrier in this case was a helium atom’s normal state, in which electrons can’t just fly away and leave the helium atom alone with its positive charge.
Note
You’ll recall from chemistry that a helium nucleus — also called an alpha particle — consists of two protons (positively charged) and two neutrons (neutral).
In its “neutral” configuration, the helium atom has two electrons (each with a minus one charge) that together balance out the nucleus’ 2+ proton charge.
The issue here was to see how long it takes for an electron to tunnel its way out of (or back into) the atom. In effect, the electron will be tunneling away from (escaping) the attraction imposed by the protons’ attractive positive electrical charge.
Yrika explains how the research team accomplished these measurements. They used a laser field to slightly lower the energy with which the protons held onto the atom’s electrons. The electrons were therefore able to “tunnel” their way out.
Then, to get the electrons back into the atom, the team used a slightly less energetic laser to “push” them back.
When the electrons return to the normal atomic state, the atom releases a photon that conveniently has more energy than the initial laser field. Therefore, it can be distinguished from the background.
By being able to control both ends of the tunneling process (“out” and “in”), the team could measure the time it took electrons to tunnel.
These tunneling times are measured in attoseconds.
Note
An attosecond is 1 x 10-18 second.
According to Wikipedia, this is the time that it takes light to travel the distance represented by three adjacent hydrogen atoms.
Then the researchers repeated the experiment with electrons from different energy levels (orbitals) in a carbon dioxide atom
You’ll also remember from chemistry that electrons are held to complex atoms (or molecules) in probablistically layered orbitals. Overcoming these requires increasing amounts of energy, the “deeper” toward the nucleus one goes. In other words, it is easier to strip outer orbital electrons than inner ones.
The research team took advantage of this characteristic by timing the difference in time that it took for outer carbon dioxide (CO2) electrons to tunnel versus those two “layers” deeper.
Compare how Bob Yrika explained this with what the researchers said in their abstract
The scientists wrote:
Here we study laser-induced tunnelling by using a weak probe field to steer the tunnelled electron in the lateral direction and then monitor the effect on the attosecond light bursts emitted when the liberated electron re-encounters the parent ion.
We show that this approach allows us to measure the time at which the electron exits from the tunnelling barrier.
We demonstrate the high sensitivity of the measurement by detecting subtle delays in ionization times from two orbitals of a carbon dioxide molecule.
© 2012 Dror Shafir, Hadas Soifer, Barry D. Bruner, Michal Dagan, Yann Mairesse, Serguei Patchkovskii, Misha Yu. Ivanov, Olga Smirnova, and Nirit Dudovich, Resolving the time when an electron exits a tunnelling barrier, Nature 485(7398): 343–346(17 May 2012) doi:10.1038/nature11025 (paragraph split)
The team delivered the same information that Bob Yrika did, but less understandably.
This demonstrates the value of excellent science writing to public understanding.
The moral? — There are three loosely related to this one experiment
That we can actually measure attoseconds boggles the mind.
Ingenious science techniques delight the intellect.
Good lay science writing is essential to public comprehension.
Tagged: alpha particle, attosecond, Barry D. Bruner, Bob Yirka, carbon dioxide, CO2, Dror Shafir, electron, Hadas Soifer, helium, laser, laser field, Michal Dagan, Misha Yu. Ivanov, neutron, Nirit Dudovich, nucleus, Olga Smirnova, orbitals, photon, proton, quantum, Serguei Patchkovskii, tunneling, tunneling barrier, tunneling time, tunnelling barrier, Yann Mairesse