For the past year at Fermilab, an instrument called the Holometer has been probing the fundamental nature of space. The experiment uses an array of lasers and mirrors to try and answer the question, “If you look at the infinitesimally small scale, is space smooth and unbroken—the way we experience it in everyday life—or is it pixelated like the image on a TV screen?”
Recent initial results are homing in on an answer. Either way, the outcome will have important consequences for physical theory. It may even help address one of the most nagging problems in physics: how to reconcile Einstein’s General Theory of Relativity with quantum mechanics.
The Holometer is an anomaly—an experiment in a scientific territory in which there are no other experiments. Craig Hogan, professor of astronomy and physics at UChicago and head of Fermilab’s Center for Particle Astrophysics, envisioned the Holometer as a way to probe the zone where quantum mechanics and general relativity might come together.
General relativity describes space-time and gravitation in the large-scale world we inhabit. It makes definite predictions. Quantum mechanics describes the world at the atomic and sub-atomic scale, which is not continuous but granular, or quantized. It deals in probabilities, uncertainties, and there is a limit to the amount of information that can be had about anything being observed. It has other stranger qualities as well, such as the fact that distant parts of a quantum system can be influenced by each other—a phenomenon that Einstein pejoratively dismissed as “spooky action at a distance.”
Each theory works beautifully in its own realm, but scientists have not discovered a theory of quantum gravity that unites the two. And yet, at an incredibly tiny scale called the Planck length—about 10-35 meters—“We know that gravity runs into quantum mechanics, no matter what you do,” says Hogan.
The problem is getting from one scale to the other. In the canonical way of doing science, theory makes predictions, experiments test those predictions, and experimental results inform the next iteration of theory. But in the domain of quantum gravity, there is no experimental evidence at all. In fact, there is no real theory—only competing models.
“Many of these ideas are great ideas,” says Hogan. “It’s just that people don’t know which ones apply to reality. And there’s no experiment to guide them.”
That’s where the Holometer comes in. Its mission is to look for “holographic noise”—an effect of quantum uncertainty in our 3D universe. Hogan’s idea is that if space itself were quantized at the Planck scale, our apparently continuous space could emerge from it in much the same way that fluid, apparently continuous air emerges from the bouncing around of discrete molecules. But some of the strange quantum behavior should “leak out” from the Planck domain into our large-scale world. And that leakage is what the Holometer is designed to detect. It is exploring and measuring space at the Planck scale—something that has never been done before.