Physicists 'squeeze' light to cool microscopic drum below quantum limit

NIST physicists 'squeeze' light to cool microscopic drum below quantum limit
NIST researchers applied a special form of microwave light to cool a microscopic aluminum drum to an energy level below the generally accepted limit, to just one fifth of a single quantum of energy. The drum, which is 20 micrometers in diameter and 100 nanometers thick, beat10 million times per second while its range of motion fell to nearly zero. Credit: Teufel/NIST

Physicists at the National Institute of Standards and Technology (NIST) have cooled a mechanical object to a temperature lower than previously thought possible, below the so-called "quantum limit."

The new NIST theory and experiments, described in the Jan. 12, 2017, issue of Nature, showed that a microscopic mechanical drum—a vibrating aluminum membrane—could be cooled to less than one-fifth of a single quantum, or packet of energy, lower than ordinarily predicted by quantum physics. The new technique theoretically could be used to cool objects to absolute zero, the temperature at which matter is devoid of nearly all energy and motion, NIST scientists said.

"The colder you can get the drum, the better it is for any application," said NIST physicist John Teufel, who led the experiment. "Sensors would become more sensitive. You can store information longer. If you were using it in a quantum computer, then you would compute without distortion, and you would actually get the answer you want."

"The results were a complete surprise to experts in the field," Teufel's group leader and co-author José Aumentado said. "It's a very elegant experiment that will certainly have a lot of impact."

The drum, 20 micrometers in diameter and 100 nanometers thick, is embedded in a superconducting circuit designed so that the drum motion influences the microwaves bouncing inside a hollow enclosure known as an electromagnetic . Microwaves are a form of electromagnetic radiation, so they are in effect a form of invisible light, with a longer wavelength and lower frequency than visible light.

The microwave light inside the cavity changes its frequency as needed to match the frequency at which the cavity naturally resonates, or vibrates. This is the cavity's natural "tone," analogous to the musical pitch that a water-filled glass will sound when its rim is rubbed with a finger or its side is struck with a spoon.

NIST scientists previously cooled the quantum drum to its lowest-energy "ground state," or one-third of one quantum. They used a technique called sideband cooling, which involves applying a microwave tone to the circuit at a frequency below the cavity's resonance. This tone drives electrical charge in the circuit to make the drum beat. The drumbeats generate light particles, or photons, which naturally match the higher resonance frequency of the cavity. These photons leak out of the cavity as it fills up. Each departing photon takes with it one mechanical unit of energy—one phonon—from the drum's motion. This is the same idea as laser cooling of individual atoms, first demonstrated at NIST in 1978 and now widely used in applications such atomic clocks.

The latest NIST experiment adds a novel twist—the use of "squeezed light" to drive the drum circuit. Squeezing is a quantum mechanical concept in which noise, or unwanted fluctuations, is moved from a useful property of the light to another aspect that doesn't affect the experiment. These quantum fluctuations limit the lowest temperatures that can be reached with conventional cooling techniques. The NIST team used a special circuit to generate microwave photons that were purified or stripped of intensity fluctuations, which reduced inadvertent heating of the drum.

"Noise gives random kicks or heating to the thing you're trying to cool," Teufel said. "We are squeezing the light at a 'magic' level—in a very specific direction and amount—to make perfectly correlated photons with more stable intensity. These photons are both fragile and powerful."

The NIST theory and experiments indicate that squeezed light removes the generally accepted cooling limit, Teufel said. This includes objects that are large or operate at low frequencies, which are the most difficult to cool.

The drum might be used in applications such as hybrid quantum computers combining both quantum and mechanical elements, Teufel said. A hot topic in physics research around the world, computers could theoretically solve certain problems considered intractable today.


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Mechanical micro-drum cooled to quantum ground state

More information: J.B. Clark, F. Lecocq, R.W. Simmonds, J. Aumentado & J.D. Teufel. 2017. Sideband Cooling Beyond the Quantum Backaction Limit with Squeezed Light. Nature. January 12, 2017. nature.com/articles/doi:10.1038/nature20604
Journal information: Nature

Citation: Physicists 'squeeze' light to cool microscopic drum below quantum limit (2017, January 11) retrieved 14 October 2019 from https://phys.org/news/2017-01-physicists-cool-microscopic-quantum-limit.html
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Jan 11, 2017
Does this contradict any specific prediction of QM or QFT? That would make it a big, important story. Yet the article didn't seem to sound a loud alarm. Why or why not?

Jan 12, 2017
Does this contradict any specific prediction of QM or QFT?

No it doesn't. Squeezing is perfectly fine since the limits apply to the combination (multiplication) of conjugate variables. E.g. in Heisenberg Uncertainty to the product of impulse and position - but not to each one separately.

It's one of those weird things where you have to wrap your head around the notion that what seem, on paper, completely independent properties are, in reality, not.
https://en.wikipe...nt_state

Jan 12, 2017
The 'cooling' is isotropic: normal to the drum surface. It isn't cooling in the sense we regularly use it, let alone cooling below, or even near, any theoretical limit.

Jan 12, 2017
So the experiment just damps a single mode of vibration of the drum?

When the article mentions "one-third of one quantum" I don't know what that is supposed to mean.

Jan 19, 2017
Not sure what this is. The minimum state of any substance is poorly defined by QM. For any atom, consider the nucleus, there will be no nuclear motion, i.e. the exact solution to the N eq with N unknowns and no oscillations. Adding the orbiters, one must find the minimum energy state. Try a minimization using the calculus of variations. I expect a multiple solution when applying electrons as orbiters.

The actual zero state has no radiation. juz say'n

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