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Blitzar
Blitzar
from Wikipedia

In astronomy, blitzars are a hypothetical type of neutron star, specifically pulsars that can rapidly collapse into black holes if their spinning slows down. Heino Falcke and Luciano Rezzolla[1] proposed these stars in 2013 as an explanation for fast radio bursts.[2]

Overview

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These stars, if they exist, are thought to start from a neutron star with a mass that would cause it to collapse into a black hole if it were not rapidly spinning. Instead, the neutron star spins fast enough so that its centrifugal force overcomes gravity. This makes the neutron star a typical but doomed pulsar whose strong magnetic field radiates energy away and slows its spin.

Eventually the weakening centrifugal force is no longer able to halt the pulsar from collapsing into a black hole. At that moment, part of the pulsar's magnetic field outside the black hole is suddenly cut off from its vanished source. This magnetic energy is instantly transformed into a burst of wide spectrum radio energy.[5] As of January 2015, seven[6] radio events detected so far might represent such possible collapses; they are projected to occur every 10 seconds within the observable universe.[5] Because the magnetic field had previously cleared the surrounding space of gas and dust, there is no nearby material that will fall into the new black hole. Thus there is no burst of X-rays or gamma rays that usually happens when other black holes form.[5]

If blitzars exist, they may offer a new way to observe details of black hole formation.[7]

References

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from Grokipedia
A blitzar is a hypothetical astrophysical event in which a supramassive rotating , supported against by its rapid spin, succumbs to magnetic braking, leading to a sudden implosion into a and the emission of a bright, millisecond-long radio burst from the snapping of its twisted lines. Proposed in 2013 by astronomers Heino Falcke and Luciano Rezzolla, the blitzar model emerged as a potential explanation for fast radio bursts (FRBs), enigmatic millisecond-duration radio signals detected from cosmological distances with no known repeating counterparts at the time. These bursts are theorized to arise when the neutron star's rotation slows sufficiently to destabilize it, causing the stellar surface to vanish behind an while the magnetosphere's reconfiguration accelerates electrons to produce coherent radio emission. The term "blitzar" combines "blitz" (for the burst's speed) and "black hole" (for the endpoint), highlighting the event's rapid and terminal nature. Blitzars could serve as unique probes of isolated stellar-mass black hole formation, particularly at high redshifts (z > 0.7), complementing detections via from merging binaries. While the model aligns with the non-repeating, high-dispersion properties of many FRBs, ongoing observations of repeating bursts and diverse host environments have diversified FRB origin theories, though blitzars remain a viable mechanism for one-off events from supramassive stars born in core-collapse supernovae.

Definition and Characteristics

Core Concept

A blitzar is a hypothetical astrophysical event in which a supramassive rotating , often characterized as a with a mass exceeding the Tolman–Oppenheimer–Volkoff (TOV) limit for non-rotating stars—typically around 2.1 solar masses—but stabilized temporarily by rapid rotation, suddenly collapses into a once its spin slows sufficiently. This collapse is triggered by mechanisms such as magnetic braking, rendering the star unstable as its rotational support diminishes, leading to a transformation on timescales shorter than 1 millisecond. The concept was proposed in 2013 by astrophysicists Luciano Rezzolla and Heino Falcke as a potential explanation for fast radio bursts (FRBs), positing that the sudden reconfiguration of the star's during the collapse could produce a bright, coherent radio emission observable across cosmological distances. Unlike stable neutron stars, which remain supported below the TOV limit, blitzars represent an extreme, transient phase where masses approaching 2–3 solar masses push the boundaries of , highlighting their precarious equilibrium between stellar remnant and formation. The term "blitzar" is a portmanteau coined by Rezzolla and Falcke, blending "blitz" (German for lightning, evoking the sudden burst) with "star" (referring to the neutron star).

Physical Properties

Blitzars involve supramassive neutron stars with masses greater than approximately 2.1 solar masses, exceeding the maximum mass for non-rotating neutron stars (around 2.0–2.2 solar masses depending on the equation of state of dense matter, constrained by recent observations), but relying on rotation for stability against immediate collapse into a black hole. Recent observations constrain the non-rotating TOV limit to approximately 2.0–2.2 M⊙, making supramassive configurations up to ~2.3 M⊙ feasible in some models. Their rapid rotation, with initial spin periods around 3.8 ms for near-Keplerian configurations (typically 1 to 10 milliseconds), provides centrifugal support that prevents gravitational instability. These stars possess strong , typically on the order of 101210^{12} G (up to 101310^{13} G in some models), which facilitate pulsar-like emission and drive the gradual spin-down via radiation. These fields must be rapidly dissipated during the eventual collapse triggered by spin reduction. With radii of about 10 to 15 km, similar to those of standard , these stars achieve extreme densities exceeding nuclear saturation density (ρ2.8×1014\rho \approx 2.8 \times 10^{14} g cm3^{-3}), often reaching central rest-mass densities several times higher in their cores. Their stability critically depends on the (EOS); softer EOS permit higher maximum masses for rotating configurations (up to \sim2.5 MM_\odot in some models), allowing supramassive states to persist longer before the spin decreases below the critical threshold.

Theoretical Formation and Collapse

Spin-Down Mechanism

The spin-down of a supramassive , which supports its mass exceeding the non-rotating Tolman-Oppenheimer-Volkoff limit through rapid rotation, is primarily driven by radiation. In this process, the rotating magnetic field of the emits electromagnetic waves, leading to a loss of . The power radiated via this mechanism is given by P=23B2R6Ω4sin2αc3,P = \frac{2}{3} \frac{B^2 R^6 \Omega^4 \sin^2 \alpha}{c^3}, where BB is the surface magnetic field strength, RR is the neutron star radius, Ω\Omega is the angular velocity, α\alpha is the inclination angle between the magnetic and rotation axes, and cc is the speed of light. This energy loss causes the spin period to increase gradually, reducing the centrifugal support against gravitational collapse. Additional energy dissipation can occur through gravitational wave emission if the neutron star exhibits asymmetries, such as non-axisymmetric mass distributions or instabilities like r-modes, which further accelerate the spin-down. The characteristic spin-down timescale for such neutron stars, starting from millisecond periods, typically ranges from 10410^4 to 10610^6 years, depending on the initial magnetic field strength (around 101210^{12}101410^{14} G) and rotation rate. Collapse becomes inevitable when the angular velocity Ω\Omega falls below a critical value where the maximum stable mass for that spin, Mmax(Ω)M_{\max}(\Omega), is less than the star's actual mass; this often approaches the Keplerian limit ΩK=GM/R3\Omega_K = \sqrt{GM/R^3}
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