Almost a century ago, Dutch astronomer Jacobus Kapteyn firstproposedthe existence of dark matter. He’d been studying the motion of stars in galaxies — a galaxy can be described, in rough terms, as a heap of stars, gas and dust rotating around a common center — and noticed that something was off. The stars in the outer layers of the galaxy were rotating much too fast to conform with the laws of gravity. Kapteyn’s hypothesis was that some invisible, massive stuff might be in and around the galaxy, making the outer stars reach the observed velocities.

Fromthe 1960s to the ’80s, Vera Rubin, Kent Ford and Ken Freeman gatheredmore evidencein support of this hypothesis. They ultimately showed that most galaxies must contain six times as much invisible mass as they do visible stars, gas and dust.

Otherobservationsin favor of dark matter followed, such as gravitational lensing and anisotropies in the cosmic microwave background.Gravitational lensingis a phenomenon in which light beams get bent around massive objects; thecosmic microwave background is an outer layer of the universe that would be quite homogeneous without dark matter but is rather lumpy in reality.

In the meantime, uncountable masterminds have devised theories and designed experiments totrack down dark matter. Nevertheless, nobody has actually seen a dark matter particle as of now. That’s why, even today, senior scientists, as well as doctoral students like myself, are still conducting research on dark matter. And it still seems as though discovering dark matter is many centuries — maybe even millennia — away.

With recent advances in quantum computing, however, dark matter physics might experience a massive boost. The search for two types of dark matter — scientists don’t actually know whether they both exist but they’re trying to figure that out — might profit from quantum technology. The first type is theaxion, whose existence might explain why the strong nuclear force doesn’t change if you flip a particle’s electric charge and parity. The other type is the dark photon. These particles would behave similarly to photons, the particles of light, except that dark photons aren’t light at all, of course.

Searching for axions

According to theory, axions should be wobbling through space and time at a particular frequency. The only problem is that theorists are unable to predict what that frequency might be. So, researchers are left to scan an enormous range of frequencies, one small band at a time.

Like an old radio receiver converts radio waves into sound, axion detectors convert axion waves into electromagnetic signals. This process gets more complicated, though, because axions oscillate at two different frequencies simultaneously.

You can picture this looking a little like a drunk person trying to get home from a party: They might take three steps to the right, then three steps to the left, then back to the right again. That’s one frequency, on the “left-right” spectrum. Because they also have massive hiccups, though, they might jump into the air at each HIC!, which occurs every four steps. That’s the second frequency, on the “up-down” spectrum.

Axions may be a little more sophisticated than drunk people, but they also have two frequencies, just like partygoers who have enjoyed a glass too many.

Mathematically, one can put these two frequencies together by quadratically adding them. That is, one multiplies the first frequency by itself, adds the second frequency multiplied by itself and then takes the square root.

In our drunkard’s example, three steps times themselves equal nine steps squared for the first frequency, four steps times themselves equal 16 steps squared for the second frequency, and together we get that the square root of nine steps squared plus 16 steps squared is five steps. This — in our example, five steps — is calledelectromagnetic field quadrature.

Now, usually, one would need to check a tiny band of frequencies (equal to one step in our example) over a huge range of frequencies (let’s say one to 200 steps). In reality, this is even harder. Theaxion frequencymight be anywhere between 300 Hertz and 300 billion Hertz. That’s a big, fat range to cover! At the rate at which our current methods operate, covering this range may takeup to 10,000 yearsbecause we can only test one small bandwidth at a time.

This bandwidth is limited by the so-calleduncertainty principle. So, returning to our party going example, the observer might be drunk himself and therefore mis-count each frequency by two steps. They might miss two steps and calculate the square root of one squared plus two squared, which is roughly two steps. Or they might calculate the square root of five squared plus seven squared, which is roughly eight steps. That’s a bandwidth of six steps. So, if the observer wants to scan the range of one to 200 steps, they would have to measure 33 times. The larger the bandwidth, though, the less often they will need to measure the frequency.

This bandwidth can be enlarged, thankfully, through a process calledquantum squeezing. Borrowing superconducting circuits straight from quantum computers, one can redistribute the uncertainties such that one frequency is more affected than the other.

In our example, the drunk observer might be able to count the up-down frequency quite well, to an accuracy of one step, but he might miss the left-right frequency by three steps. He might therefore measure anything between the square root of zero squared plus one squared, which is one step, to the square root of six squared plus five squared, which is roughly eight steps. The bandwidth has therefore increased by one step, and the observer only needs to measure 28 instead of 33 times.

TheHAYSTACcollaboration, consisting of researchers at Yale University, the University of California–Berkeley, Lawrence Berkeley National Laboratory and the University of Colorado–Boulder, has implemented exactly this protocol. Though quantum squeezing, they’ve already cut the time of observation, previously 10,000 years, in half. With further improvements, they believe they can get the search for axions up to 10 times faster.

Letting dark photons travel through walls

At Fermilab, scientists are working onspeeding up the searchfor dark photons. For this search, they fill one superconducting microwave cavity with photons and keep another as empty as possible. According to theory, a small fraction of these photons should spontaneously turn into dark photons. Since dark photons can travel through walls (yes, wild stuff), some of these will end up in a second cavity that the scientists set up. A small fraction of these dark photons would then turn back into regular photons, whichscientists can then detect.

There are two problems with these photon-detectors, though. First, they return false positives every so often. That is, they indicate that they’ve found a photon although, in reality, no photon is in the trap! Second, when a photon enters the detector, it’s gone. That means that it’s impossible to check whether a positive result is false positive or a true one.

Quantum measurements circumvent both problems. They conserve the photons, meaning that they can repeat a measurement until the end of a photon’s natural lifetime. And by measuring repeatedly, false positive results can be eliminated. If no photon is there and the detector shows positive nevertheless, the chances are quite high that it will show negative upon subsequent measurements. That’s because the chances of the detector showing positive when a photon is around is higher than when there’s none around (as it should be), so showing a string of false positives is quite unlikely.

In addition, Fermilab’s expertise in building cavities pays off by prolonging the lifetimes of photons. Essentially, in low-quality cavities, photons disappear quickly. In Fermilab’s cavities, however, they survive a long time. This durability makes it easier to repeat measurements again and again.

By combining expertise in cavities and quantum measurements, this technique is 36 times more sensitive than the quantum limit, i.e., the benchmark of conventional quantum measurements. Without quantum techniques, detecting dark photons might even be impossible.

The search is heating up

Physicists have already spent almost a century on dark matter, and there are no signs that this mystery will be solved soon. Nevertheless, the search is making progress.

What’s especially exciting is that quantum tech, be it quantum squeezing, quantum measurements or maybe even quantum computing, is being applied in these searches. Detection methods that are still in their infancy are being deployed in the quest to find the most elusive particles to date. To find invisible particles, scientists are using and developing the technology of the future.

Dark matter has already got a long and rich history. You could spend half a lifetime just studying this, from its first conceptions to decades-worth of experiments that have failed to find it. But scientists aren’t reluctant to add another chapter or two or even 10 that might be even more exciting than the previous ones. Perhaps cutting-edge quantum tech will be what finally breaks the mystery.

This article was written byRhea Moutafis and was originally published onTowards Data Science. You can read ithere.

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