Gravitational radiation from nonaxisymmetric spherical Couette flow in a neutron star

The gravitational wave signal generated by global, nonaxisymmetric shear flows in a neutron star is calculated numerically by integrating the incompressible Navier--Stokes equation in a spherical, differentially rotating shell. At Reynolds numbers \(\Rey \gsim 3 \times 10^{3}\), the laminar Stokes f...

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Veröffentlicht in:arXiv.org 2006-04
Hauptverfasser: Peralta, C, Melatos, A, Giacobello, M, Ooi, A
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Ooi, A
description The gravitational wave signal generated by global, nonaxisymmetric shear flows in a neutron star is calculated numerically by integrating the incompressible Navier--Stokes equation in a spherical, differentially rotating shell. At Reynolds numbers \(\Rey \gsim 3 \times 10^{3}\), the laminar Stokes flow is unstable and helical, oscillating Taylor--G\"ortler vortices develop. The gravitational wave strain generated by the resulting kinetic-energy fluctuations is computed in both \(+\) and \(\times\) polarizations as a function of time. It is found that the signal-to-noise ratio for a coherent, \(10^{8}\)-{\rm s} integration with LIGO II scales as \( 6.5 (\Omega_*/10^{4} {\rm rad} {\rm s}^{-1})^{7/2}\) for a star at 1 {\rm kpc} with angular velocity \(\Omega_*\). This should be regarded as a lower limit: it excludes pressure fluctuations, herringbone flows, Stuart vortices, and fully developed turbulence (for \(\Rey \gsim 10^{6}\)).
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subjects Angular velocity
Computational fluid dynamics
Couette flow
Fluid flow
Gravitation
Gravitational waves
Helical flow
Laminar flow
Neutron stars
Neutrons
Rotating spheres
Spherical shells
Stokes flow
Variation
Vortices
title Gravitational radiation from nonaxisymmetric spherical Couette flow in a neutron star
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