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Radio sirens: inferring H0H_0 with binary black holes and neutral hydrogen in the era of the Einstein Telescope and the SKA Observatory

This paper proposes a novel "radio sirens" approach that combines gravitational wave observations from binary black holes with neutral hydrogen intensity mapping from the Einstein Telescope and SKA to constrain the Hubble constant to approximately 8% precision, representing a 90% improvement over methods that do not utilize large-scale structure information.

Original authors: Ulyana Dupletsa, Simone Mastrogiovanni, Marta Spinelli, Tommaso Ronconi, Matteo Schulz, Riccardo Murgia, Jan Harms, Tessa Baker, Matteo Calabrese, Carmelita Carbone, Steven Cunnington, Ian Harrison, K
Published 2026-05-14
📖 5 min read🧠 Deep dive

Original authors: Ulyana Dupletsa, Simone Mastrogiovanni, Marta Spinelli, Tommaso Ronconi, Matteo Schulz, Riccardo Murgia, Jan Harms, Tessa Baker, Matteo Calabrese, Carmelita Carbone, Steven Cunnington, Ian Harrison, Konstantin Leyde, Dounia Nanadoumgar-Lacroze

Original paper licensed under CC BY 4.0 (http://creativecommons.org/licenses/by/4.0/). This is an AI-generated explanation of the paper below. It is not written or endorsed by the authors. For technical accuracy, refer to the original paper. Read full disclaimer

The Big Picture: A Cosmic Detective Story

Imagine the universe is a giant, dark room, and we are trying to figure out how fast the room is expanding. To do this, we need two pieces of information for every object we see:

  1. How far away it is.
  2. How fast it is moving away from us (its "redshift").

For a long time, astronomers have used Gravitational Waves (GWs) as "standard sirens." Think of these as cosmic lighthouses. When two black holes crash into each other, they send out ripples in space-time. By listening to the "chirp" of these ripples, we can calculate exactly how far away the crash happened. This is like hearing a siren and knowing exactly how far away the ambulance is, just by the volume of the sound.

The Problem: We know the distance, but we don't know the speed (redshift). Without the speed, we can't calculate the expansion rate of the universe (the Hubble constant, or H0H_0). Usually, we need to find the galaxy where the crash happened and look at its light to get the speed. But black hole crashes often happen in the dark, with no visible light to see. This is called a "dark siren."

The New Idea: "Radio Sirens"

This paper proposes a clever new trick called "Radio Sirens." Instead of looking for a specific galaxy, the authors suggest using a map of Neutral Hydrogen (Hi) gas that fills the universe.

The Analogy: The Foggy Forest
Imagine you are lost in a dense forest (the universe) and you hear a shout (the black hole crash). You know how far away the shout is, but you don't know which direction it came from precisely.

  • Old Method: You try to find a specific tree (a galaxy) near the sound to guess the location. But the forest is too dark, and you can't see the trees.
  • Radio Siren Method: Instead of looking for trees, you look at the fog (the neutral hydrogen gas). The fog isn't spread out evenly; it's thicker in some areas (clumps) and thinner in others. You know that the shouting trees are more likely to be in the thick fog than in the thin fog.

By using a 3D map of this "fog" (created by the future SKA radio telescope), the scientists can say: "The black hole crash happened at this distance, and the fog is thickest in this direction. Therefore, the crash likely happened at this specific redshift."

How They Tested It

The authors didn't wait for the real telescopes to be built. They created a simulation (a fake universe on a computer) to see if this idea works.

  1. The Map: They simulated a map of the hydrogen fog (using data from the SKA telescope project) covering a huge chunk of the sky up to a redshift of 3.
  2. The Events: They simulated 3,000 black hole crashes that a future "Einstein Telescope" would detect.
  3. The Test: They ran the math twice:
    • Scenario A: They used the hydrogen fog map to guess the redshift.
    • Scenario B: They ignored the fog map and just guessed randomly.

The Results

  • When the map worked: When the black holes were actually clustered in the same places as the hydrogen fog (which is what we expect in physics), using the map was a game-changer. It improved the accuracy of the expansion rate measurement by 90%. They could pin down the expansion rate with about 8% precision.
  • When the map failed: They also tested what happens if the black holes were scattered randomly (like rain in a storm) instead of following the fog. In this case, using the fog map actually gave them the wrong answer. It pulled the result in the wrong direction.

The Lesson: The "Radio Siren" method is incredibly powerful, but it only works if the black holes actually follow the distribution of the hydrogen gas. If they don't, the map becomes a misleading guide.

Why This Matters

This paper is a "proof of concept." It shows that in the future, when we have the Einstein Telescope (for hearing black holes) and the SKA Observatory (for mapping hydrogen gas), we can combine them to measure the universe's expansion without needing to see any light from the black holes.

It turns the "dark" problem of invisible black holes into a "bright" opportunity by using the invisible gas of the universe as a guide. However, the authors warn that we must be very careful to understand exactly how black holes and gas are related, or the map might lead us astray.

In short: We are learning to navigate the dark universe not by looking for lights, but by feeling the shape of the invisible fog around us.

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