phenomenon

relativistic jet

Relativistic jets are high-speed outflows of particles from black holes, often producing radiation and accelerating cosmic rays.
17 related articles · 1 formulas

Description

Relativistic jets are narrow, powerful outflows of plasma ejected from the vicinity of black holes and neutron stars at speeds close to the speed of light. They can extend for thousands of light-years, emitting radio, optical, and X-ray radiation as particles accelerate and interact with magnetic fields. These jets play a crucial role in transporting energy from the central object to the surrounding galaxy, influencing star formation and the intergalactic medium.

History

Jets were first observed in the galaxy M87 in 1918, but their relativistic nature was recognized only in the 1970s with the advent of very long baseline interferometry. The theoretical framework was developed by Roger Blandford and Roman Znajek in 1977.

How it works

The jet is powered by the extraction of rotational energy from the spinning black hole or accretion disk, a process described by the Blandford-Znajek mechanism. Magnetic field lines anchored in the disk or horizon twist and accelerate plasma outward. The particles within the jet are accelerated to relativistic energies, producing synchrotron radiation and inverse Compton scattering, which generate the observed high-energy emission.

In practice

They are natural particle accelerators, and studying them helps understand cosmic ray origins and the feedback mechanisms that regulate galaxy evolution.

Fun fact

The jet in M87 was the first astrophysical object to be imaged with event-horizon-scale resolution, revealing a bright ring around the black hole's shadow.

Concept graph →

Formulas

$$v = \frac{p}{\sqrt{m^2 + p^2}}$$
Velocity in terms of momentum and mass in special relativity.
What is in the formula
vvariablevelocity of the particle — velocity metre per second
pvariablemomentum of the particle — momentum kilogram metre per second
mvariablerest mass of the particle — mass kilogram
v=\frac{p}{\sqrt{σ^2+p^2}} · 2607.09432

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