In This Article
- The 70-year-old puzzle that wouldn't die
- Three families of spacetime jitter
- Why tabletop lasers see more than LIGO
- LIGO's hidden superpower (if anyone looks)
- What happens next
Physicist John Wheeler floated the idea in the 1950s. Spacetime, he said, might not be smooth. At the tiniest scales, it could fizz with random fluctuations — quantum hiccups in the fabric of reality. For seven decades, the idea stayed in the realm of theory. Not because scientists didn't believe it. But because no one could tell experimenters exactly what signal to hunt for. That just changed. A team from the University of Warwick has published the first unified blueprint to detect spacetime ripples. And the instruments to do it? They already exist.
The 70-year-old puzzle that wouldn't die
The core problem wasn't technology. It was confusion. Different quantum gravity models predicted different kinds of fluctuations. Some decay like 1 over distance. Others drop off exponentially. Still others split neatly into space and time parts. Each model pointed to a different experimental signature. "That left experimentalists without a clear target," says Dr. Sharmila Balamurugan at the University of Warwick, the paper's first author. So her team did something obvious in hindsight: they grouped every plausible fluctuation into three mathematical families. Then they calculated exactly what each family looks like inside a laser interferometer.
Three families of spacetime jitter
The researchers — Balamurugan, Caltech's Sander Vermeulen, and Warwick's Animesh Datta — published their findings in Nature Communications. They sorted spacetime fluctuations into three categories based on how their correlations decay across space and time. Category one follows an inverse power law (think 1/r). Category two drops exponentially. Category three factorizes into independent spatial and temporal parts. Each category produces a unique pattern in an interferometer's output. But here's the catch: you need to look across a wide range of frequencies to tell them apart. LIGO's public data covers roughly 0.0004 to 0.4 on their dimensionless frequency scale. Tabletop setups like QUEST (3-meter arms) sweep from 0.03 to 78. That's a much wider net.
Why tabletop lasers see more than LIGO
Bigger isn't always better. "Tabletop interferometers beat LIGO in bandwidth," the study notes bluntly. Systems like QUEST (Cardiff, UK) and GQuEST (Caltech, USA) capture all three signature patterns across their operating range. LIGO's four-kilometer arms? They're optimized for low-frequency gravitational waves — 20 to 2,000 Hz. The really interesting part of the spacetime fluctuation signal lives much higher. For LIGO, the sweet spot sits at 37.5 kHz. Public data stops at 5 kHz. That's not a hardware limit. It's a data-release gap.
"Interferometers can measure spacetime with extraordinary precision. But to measure spacetime fluctuations, we need to know where — at what frequency — to look, and what the signal will look like. Our results show interferometers are powerful and versatile tools."
— Dr. Sander Vermeulen, Caltech · Nature Communications, 2025LIGO's hidden superpower (if anyone looks)
Don't count LIGO out. The study resolves a long-running debate about whether arm cavities help detect spacetime fluctuations. The answer: yes, emphatically. LIGO's cavities boost the signal by a factor of about 300,000 at the right frequency. That makes it an extraordinary "yes/no" detector — if anyone analyzes data at 37.5 kHz. The paper doesn't mince words: "The relevant frequencies fall outside the range currently available in public data." That's solvable. Meanwhile, tabletop experiments have already started ruling out parameter spaces. The now-retired Holometer and the active QUEST experiment have placed upper bounds on fluctuation strengths. No detection yet. But the constraints are getting tighter.
What happens next
Two paths forward. First, LIGO could re-analyze existing data at higher frequencies. The hardware already captures it — the calibration just needs updating. Second, tabletop experiments will keep collecting broadband data. QUEST is already running. GQuEST is coming online. "We can now treat any proposed model of spacetime fluctuations in a consistent, comparable way," says Prof. Animesh Datta. The same framework works for stochastic gravitational waves, dark matter signals, even instrumental noise. That's the real breakthrough. Not a single answer. A tool to find it.
- Bandwidth beats size — Tabletop interferometers see more of the signal's shape than LIGO can.
- LIGO is a powerful trigger — If anyone looks at 37.5 kHz, it could confirm fluctuations exist.
- No detection yet, but real constraints — QUEST and Holometer data already rule out some quantum gravity models.
"With this methodology, we can now treat any proposed model of spacetime fluctuations in a consistent, comparable way. In the coming years, we can use this to design smarter tabletop interferometers to confirm or refute possible theories of quantum or semiclassical gravity." — Prof. Animesh Datta, University of Warwick, Nature Communications, 2025.
📄 Source & Citation
Primary Source: Sharmila, B., Vermeulen, S. M., & Datta, A. (2025). Signatures of correlation of spacetime fluctuations in laser interferometers. Nature Communications, 17(1). https://doi.org/10.1038/s41467-025-67313-3 (Open Access)
Authors & Affiliations: Dr. Sharmila Balamurugan (University of Warwick), Dr. Sander M. Vermeulen (Caltech), Prof. Animesh Datta (University of Warwick). Funded by UK STFC Quantum Technologies programme and Leverhulme Trust.
Data & Code: Holometer dataset: holometer.fnal.gov. QUEST dataset available from the QUEST collaboration upon reasonable request.
Key Themes: Spacetime fluctuations · Quantum gravity · Laser interferometry · LIGO · QUEST experiment
Supporting References:
[1] Hogan, C. J. (2008). Measurement of quantum fluctuations in geometry. Physical Review D, 77(10), 104031.
[2] Vermeulen, S. M. et al. (2025). Photon-counting interferometry to detect geontropic space-time fluctuations with GQuEST. Physical Review X, 15, 011034.
[3] Chou, A. et al. (2017). The Holometer: an instrument to probe Planckian quantum geometry. Classical and Quantum Gravity, 34, 065005.
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