phenomenon

neutron star oscillations

Vibrations or resonant oscillations in neutron stars that produce detectable gravitational waves.
40 related articles · 1 formulas

Description

Neutron star oscillations are vibrations that occur in the densest observable objects in the universe. These oscillations are caused by disturbances in the star's structure, such as starquakes or the accretion of matter from a companion star. They produce gravitational waves that can be detected by observatories like LIGO and Virgo, providing a unique window into the interior of neutron stars.

History

The theoretical study of neutron star oscillations began in the 1960s with the work of Thorne and Campolattaro, who first calculated the gravitational wave emission from stellar oscillations. The first detection of gravitational waves from a neutron star merger in 2017 opened a new era in studying these oscillations.

How it works

When a neutron star is perturbed, it can oscillate in various modes, similar to how a bell rings after being struck. These oscillations depend on the star's equation of state, which describes how matter behaves at nuclear densities. The frequencies and damping times of these oscillations are encoded in the gravitational waves emitted, allowing scientists to infer the star's internal composition and structure.

In practice

Analyzing neutron star oscillations helps constrain the equation of state of nuclear matter, which is essential for understanding nuclear physics and for interpreting signals from gravitational wave detectors.

Fun fact

The oscillations of a neutron star can be so rapid that they cause the star's surface to vibrate at frequencies up to several thousand hertz, making them some of the fastest vibrations known in nature.

Concept graph →

Formulas

$$f_{\text{ISCO}} = \frac{c^3}{6^{3/2}\pi G M}$$
Orbital frequency at the innermost stable circular orbit.
What is in the formula
f_ISCOvariableorbital frequency at ISCO — frequency hertz
Mvariablemass of the central object — mass kilogram
cconstantspeed of light in vacuum — speed of light = 299792458 metre per second
GconstantNewton's constant of universal gravitation — gravitational constant = 6.67430e-11 cubic metre per kilogram per second squared
f_{{isco}}\approx\frac{c^3}{6^{3/2}πgm(1+z)}\approx4.0{мгц}(\frac{10^5m_\odot}{m})(\frac{11}{1+z}) · 2606.03414v1

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