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  1. Home
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  3. Separating Vacuum Fluctuations from Source Radiation
Quantum Computing

Separating Vacuum Fluctuations from Source Radiation

Posted on February 19, 2026 by Agarapu Naveen5 min read
Separating Vacuum Fluctuations from Source Radiation

A breakthrough in quantum optics is described in this scientific article, which effectively separates source radiation from vacuum fluctuations. Based on their distinct causative characteristics, the researchers used ultrafast laser pulses and nonlinear crystals to separate these two phenomena, which were previously thought to be difficult to isolate in a lab environment. The scientists provided a physical confirmation of the fluctuation-dissipation theorem by demonstrating that these various radiation types correspond to certain light pulse quadratures using phase-sensitive detection. These results provide an experimental framework for investigating curved-space analogues and other complicated quantum processes, including entanglement harvesting. By transforming a long-standing thought experiment into a quantifiable reality, the effort ultimately advances our knowledge of the interactions between electromagnetic fields and matter.

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Scientists Separate Two Quantum Coin Sides

In a historic development for physics, scientists at ETH Zürich have successfully carried out an experiment that was long thought to be unfeasible: the separate detection and separation of source radiation and vacuum fluctuations. The time-domain fluctuation-dissipation theorem is verified experimentally for the first time at the quantum level in this work, which was published in Nature Communications, and answers a century-old theoretical issue. The group has created a new doorway into the sub-microscopic realm of quantum electrodynamics by utilizing nonlinear crystals and ultrafast optics. This has significant ramifications for our comprehension of black holes, the early cosmos, and the future of quantum information.

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The Mystery of the Empty Vacuum

To understand the significance of this discovery, one must first consider what “empty” space is. A vacuum is just nothing in classical physics. Quantum theory states that electromagnetic fields change even at absolute zero, and the vacuum is a blazing sea of activity. Two well-known scientific phenomena caused by vacuum fluctuations include the Casimir effect, which is an attractive force between two uncharged metal surfaces, and the Lamb shift, which is a minute change in an atom’s energy.

Source radiation, also referred to as radiation reaction, occurs with these variations. When a physical entity, such as an atom, interacts with its own radiative field, it is effectively “feeling” the effects of its own presence in the quantum field itself. It has been difficult for physicists to differentiate between these two effects for decades. They were commonly referred to as “two sides of the same quantum mechanical coin”—scientifically separate but empirically inseparable—because they usually occur concurrently and yield comparable results.

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Fermi’s Thought Experiment Relaunched

Enrico Fermi proposed the two-atom problem in 1932, a famous Gedankenexperiment (thought experiment) that provides the theoretical foundation for this discovery. Fermi saw two atoms in a vacuum; what would happen if one of them were “switched on” at any moment?

Two possible correlations between the atoms are described by quantum theory. Initially, each of them has the ability to instantly interact across space with the surrounding field’s existing vacuum fluctuations. Second, a photon from one atom can cross the distance and reach the second atom at the speed of light. The difficulties of turning atomic interactions on and off rapidly enough to observe the time difference made this thought experiment unfeasible with actual atoms, despite its significant findings.

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The All-Optical Solution

Under the direction of Jérôme Faist and Alexa Herter, the ETH Zürich team created an all-optical copy of Fermi’s setup to get over these obstacles. They employed a zinc-telluride (ZnTe) nonlinear crystal and two ultra-short laser pulses in place of actual atoms.

The experiment was conducted in a cryostat that was chilled to a freezing 4 Kelvin to eliminate any thermal noise and guarantee that the only signals picked up were entirely quantum in nature. With pulses that lasted barely 110 fs (quadrillionths of a second), the researchers were able to precisely “switch” the interaction on and off to see causal consequences.

Phase-sensitive detection was what made the experiment so brilliant. Different “quadratures” (certain characteristics of the light wave’s phase) of the laser pulses were found to correspond with source radiation and vacuum fluctuations. In their detecting system, they could carefully switch between quarter-wave and half-wave plates to adjust their sensors to listen to the source radiation or the vacuum variations separately.

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Verifying Foundational Laws

Quantum theory was stunningly confirmed by the results. To depict their non-local, instantaneous character, the correlations showed up symmetrically around zero-time delay when the sensors were configured to detect vacuum fluctuations. It was established that this radiation must follow the rules of causality and propagate at a certain pace when it was set to source radiation, since the signal became asymmetric and only appeared after a certain amount of time.

Additionally, the results demonstrated that the fluctuation-dissipation theorem could be verified experimentally. A system’s dissipation (the “drag” brought on by source radiation) is exactly correlated with its fluctuations (the “noise” from the vacuum), according to this fundamental law of physics. The researchers discovered that the source radiation signal was a Hilbert transform, or a perfect mathematical reflection, of the vacuum fluctuation signal.

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Why It Matters: From Black Holes to Quantum Computers

In addition to improving theoretical clarity, the capacity to distinguish between these two forces creates a number of “novel paths” for further study:

To obtain quantum entanglement, a resource required for ultra-secure communication and quantum computers, scientists intend to “mine” the vacuum. We can now differentiate between “harvested” entanglement and entanglement that is merely the result of radiation exchange, as demonstrated by this experiment.

  • Curved Spacetime Analogies: An expanding universe or the conditions close to a black hole’s event horizon can be simulated using the experimental setup. This may enable researchers to investigate Hawking radiation in a lab environment.
  • Quantum Information: By comprehending the sub-picosecond timeframes during which information travels through the quantum vacuum, scientists may create more resilient quantum systems that are less vulnerable to noise.

what are vacuum fluctuations

Due to quantum physics, small, unpredictable energy changes known as vacuum fluctuations take place in empty space.
A straightforward explanation
A vacuum is defined as a really empty space in classical physics.
Empty space is never entirely motionless in quantum physics. Energy in a vacuum continuously moves due to the uncertainty principle, momentarily forming and breaking particle–antiparticle pairs. We refer to these transient alterations as vacuum fluctuations.

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Quantum Theoryquantum vacuum fluctuationQuantum vacuum fluctuationsvacuum energy fluctuationsvacuum fluctuationvacuum fluctuation energyvacuum fluctuations optical cavitieswhat are vacuum fluctuations

Written by

Agarapu Naveen

Naveen is a technology journalist and editorial contributor focusing on quantum computing, cloud infrastructure, AI systems, and enterprise innovation. As an editor at Govindhtech Solutions, he specializes in analyzing breakthrough research, emerging startups, and global technology trends. His writing emphasizes the practical impact of advanced technologies on industries such as healthcare, finance, cybersecurity, and manufacturing. Naveen is committed to delivering informative and future-oriented content that bridges scientific research with industry transformation.

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