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The Boundary Between Black Holes & Neutron Stars

PBS Space Time·
6 min read

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TL;DR

The 2019 gravitational-wave event inferred component masses of about 23.2 and 2.59 solar masses, placing the smaller object at a boundary between neutron-star and black-hole regimes.

Briefing

A gravitational-wave merger detected in 2019 appears to involve a “small” black hole candidate paired with a companion mass of 2.6 times the Sun—an object that sits right on the boundary between neutron stars and black holes. The masses inferred from the waveform are about 23.2 and 2.59 solar masses, and the smaller mass is the problem: it is heavier than most neutron-star measurements and lighter than the black-hole masses astronomers typically see. With no accompanying burst of light, the system’s nature remains ambiguous, but the stakes are high because either outcome would force a rethink of physics at the most extreme densities.

The event was picked up by LIGO in Washington State and Louisiana and by Virgo in Italy as the detectors registered tiny changes in the lengths of their kilometer-scale arms. The timing across the three observatories narrowed the source to arcs on the sky, prompting rapid telescope sweeps for an electromagnetic counterpart—an approach that worked in 2017 when two neutron stars collided and produced light across the spectrum. This time, nothing was found. That absence fits two scenarios: the merger could have involved black holes that swallowed each other without a flare, or it could have included a neutron star that was simply consumed by the heavier companion before any detectable radiation escaped.

The mass of the lighter object is what makes the detection unusually informative. Neutron stars are the ultra-dense remnants of supernova cores, packed with roughly one-and-a-half solar masses into a sphere only about city-sized. Their surface gravity is so extreme that escape velocity approaches half the speed of light, and neutron stars are thought to be near a threshold where adding more mass would push them into becoming black holes. Unlike ordinary matter, neutron-star matter is governed by quantum physics: as mass increases, the star’s radius does not behave like a simple scaling law and can even shrink at the highest masses. That leads to a “phantom event horizon” concept—an effective horizon scale that grows with mass while the surface can move inward—so the overlap of these scales marks the transition to a true black hole.

The uncertainty lies in the star’s interior. Near the center, neutrons may transform into different forms of quark matter, potentially including strange quarks. Those unknown states determine how the star’s size changes with mass and therefore set the maximum stable neutron-star mass. Prior estimates place that maximum in the range of roughly 2 to 3 solar masses, with observational constraints from neutron-star mergers, pulsars, and X-ray binaries typically landing below 2.6 solar masses. The new candidate therefore sits at or beyond the theoretical edge.

On the black-hole side, astronomers have long observed a gap: black holes in X-ray binaries appear to start around five solar masses, consistent with stellar evolution models where a successful supernova leaves behind a neutron star, and only then does additional infalling material push the remnant above the black-hole threshold. A 2.6-solar-mass black hole would be hard to produce in that picture. If the lighter object is truly a neutron star, the event would probe the densest possible quantum states of matter. If it is a black hole, it would challenge assumptions about how stars collapse and how mass thresholds are crossed. Either way, the detection opens a new test of gravity and matter under conditions that are otherwise inaccessible.

Cornell Notes

A 2019 gravitational-wave event measured two merging objects at roughly 23.2 and 2.59 solar masses, with the smaller mass landing in a “no-man’s-land” between known neutron stars and the lightest observed black holes. No electromagnetic counterpart was detected, so the system could have been two black holes, or a neutron star swallowed quickly by a heavier black hole. Neutron stars are expected to have a maximum stable mass set by uncertain physics of ultra-dense matter (possibly involving quark matter and strange quarks), with many estimates and observations placing typical limits below 2.6 solar masses. Confirming whether the 2.6-solar-mass object is a neutron star or a black hole would either test the extreme interior of neutron stars or force revisions to models of how stellar collapse produces black holes.

Why does a 2.6-solar-mass object create tension with both neutron-star and black-hole expectations?

Neutron stars are predicted to have a maximum stable mass in the neighborhood of about 2–3 solar masses, but observationally the heaviest well-measured neutron stars are around 2.1 solar masses, and merger-based estimates often land around 2.2–2.4. A 2.6-solar-mass object would sit at the theoretical edge or beyond it. Meanwhile, black holes observed in X-ray binaries appear to start around roughly 5 solar masses, matching stellar-collapse models where the transition from neutron star to black hole is not smooth and typically requires additional mass from infalling material. So 2.6 solar masses is “too heavy” for most neutron-star measurements and “too light” for the black-hole mass range astronomers have seen.

How did the detectors infer the masses of the two objects from the gravitational-wave signal?

LIGO and Virgo measure tiny arm-length changes caused by passing gravitational waves. The waveform’s shape—how the signal frequency and amplitude evolve as the objects spiral together—depends on the masses and orbital dynamics. Using Einstein’s general relativity calculations, the observed waveform was consistent with component masses of about 23.2 and 2.59 solar masses. The arrival times at the three observatories also constrained the sky location to arcs, enabling follow-up searches for light.

Why was the lack of an electromagnetic counterpart considered plausible rather than decisive?

In 2017, a neutron-star merger produced light across the electromagnetic spectrum, because the stars tore apart and released energy before collapsing. This 2019 event produced no detected light. That can happen if both objects were black holes, since black-hole mergers need not generate a flare. Even if the smaller object were a neutron star, it could be swallowed whole by the heavier black hole without producing a detectable electromagnetic signal. Additionally, the event was about six times farther away than the 2017 merger, making any faint light harder to detect.

What physics sets the maximum mass of a neutron star?

The maximum mass depends on how neutron-star matter behaves at extreme densities. As the star’s mass increases, surface gravity and escape velocity rise, and the star approaches a threshold where it becomes a black hole. But the detailed relationship between mass and radius is controlled by uncertain interior states—especially near the core, where neutrons may break down into quark matter. Models that include possible transitions to strange quarks predict maximum masses roughly in the 2–3 solar-mass range. Better constraints require observing mergers that reveal how these objects deform and what matter they eject.

What would each interpretation imply for astrophysical models?

If the 2.6-solar-mass object is a neutron star, it would push toward the theoretical maximum and sharpen constraints on the unknown quantum states inside neutron stars. If it is a black hole, it would be a low-mass black hole that current stellar-evolution expectations struggle to produce, since models suggest black holes below about 5 solar masses are unlikely. Either way, the event would force refinement: either of neutron-star interior physics or of how mass thresholds are crossed during stellar death.

Review Questions

  1. What observational evidence supports the inferred masses of about 23.2 and 2.59 solar masses, and what key ambiguity remains because no light was detected?
  2. How do neutron-star interior uncertainties (e.g., possible quark matter and strange quarks) affect the predicted maximum neutron-star mass?
  3. Why do stellar-collapse models predict a minimum black-hole mass around 5 solar masses, and how would a 2.6-solar-mass black hole challenge that picture?

Key Points

  1. 1

    The 2019 gravitational-wave event inferred component masses of about 23.2 and 2.59 solar masses, placing the smaller object at a boundary between neutron-star and black-hole regimes.

  2. 2

    No electromagnetic counterpart was detected, which is consistent with either a black-hole merger or a neutron star being swallowed without a detectable flare.

  3. 3

    Neutron stars are near a stability threshold where extreme gravity and quantum interior physics determine whether they collapse into black holes.

  4. 4

    Uncertain core composition—potentially including quark matter and strange quarks—drives uncertainty in the maximum stable neutron-star mass, often estimated around 2–3 solar masses.

  5. 5

    Observed neutron-star masses from pulsars and merger constraints typically fall below 2.6 solar masses, making the new candidate unusually heavy.

  6. 6

    Black holes observed in X-ray binaries appear to start around about 5 solar masses, aligning with collapse models that require additional infalling mass to jump from neutron stars to black holes.

  7. 7

    Determining whether the 2.6-solar-mass object is a neutron star or a black hole would either probe the densest quantum matter or challenge assumptions about how low-mass black holes form.

Highlights

The smaller object’s mass (~2.59 solar masses) lands in the gap between the heaviest neutron stars and the lightest black holes astronomers typically see.
The merger produced no electromagnetic counterpart, removing a major clue and leaving the system’s identity ambiguous.
Neutron-star maximum mass hinges on unknown ultra-dense interior states, potentially involving quark matter and strange quarks.
Stellar-evolution models predict a minimum black-hole mass near 5 solar masses, so a 2.6-solar-mass black hole would be a major surprise.

Mentioned