A persistent, nearly monochromatic gravitational wave signal from a rotating asymmetric object.A continuous gravitational wave is a persistent, nearly monochromatic signal emitted by a rotating, asymmetric object, such as a neutron star with a slight deformation. Unlike the short bursts from black hole mergers, these waves are constant, like a cosmic hum. The signal's frequency is typically twice the rotation frequency of the star, and its amplitude depends on the star's ellipticity and distance.
The theoretical prediction of gravitational waves from rotating bodies dates back to Albert Einstein's 1918 quadrupole formula. The first search for continuous waves from neutron stars was conducted in the 1990s using early bar detectors, but systematic searches with modern interferometers began in the 2000s.
A rotating object emits gravitational waves only if it is not perfectly symmetric around its rotation axis. The asymmetry creates a time-varying quadrupole moment, which generates ripples in spacetime. For a neutron star, the deformation could be as small as a fraction of a millimeter on a 10-kilometer radius, yet the resulting waves carry away rotational energy, causing the star to spin down gradually. Detectors like LIGO and Virgo search for these signals by looking for a continuous, slowly drifting frequency in their data.
Detecting a continuous gravitational wave would reveal the ellipticity of neutron stars and provide a new way to study their internal structure, including the equation of state of nuclear matter.
The Crab pulsar, a rapidly spinning neutron star, is expected to emit continuous gravitational waves, but its signal is so weak that even with current detectors, it would take years of data to detect it—if it exists at all.






