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Simulating relativistic, dissipative hydrodynamics for neutron star mergers

Simulating relativistic, dissipative hydrodynamics for neutron star mergers
Simulating relativistic, dissipative hydrodynamics for neutron star mergers
Neutron stars are astrophysical compact objects that contain a host of extreme physics including strong gravity, immense magnetic fields and highly dense nuclear matter. Neutron star mergers are violent enough to probe this physics in a meaningful way through our detection of the electromagnetic and gravitational waves we receive from these events.

However, their complexity necessitates the use of numerical simulations to evolve the curved spacetime, as well as the fluid used to describe the neutron stars themselves. Most simulations to date use an ‘ideal fluid’ description - a simplification that reduces computational cost but misses out-of-equilibrium effects like dissipation.

Here, we compare results from a number of both established and emerging models of non-ideal hydrodynamics. This includes results from our novel formulation of dissipative hydrodynamics, which we show is able to capture viscosity and heat conductivity near the ideal fluid limit in a highly efficient computational way.

Even the highest resolution simulations of binary neutron star mergers are unable to resolve all the dynamical scales of these systems, leaving unresolved, subgrid microphysics. This can produce macroscale effects, which our field of research has recently begun to model using explicit large-eddy simulations.

To advance this direction, we also present the first fully-covariant, Lagrangian filtering scheme applied to relativistic turbulence. We show that a dissipative fluid prescription, with statistically-fitted non-ideal parameters, may be used as a closure scheme to describe the residuals introduced by explicitly filtering fine-scale fluid flow.

These pieces of work, together, will enable us to perform higher resolution simulations of neutron star mergers that include more of the relevant physics. This will serve us well when trying to obtain accurate gravitational waveforms and electromagnetic signals to compare against future detections from next-generation detectors.
numerical relativity, gravitational waves, neutron star mergers, relativistic fluid dynamics
University of Southampton
Hatton, Marcus John
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Hatton, Marcus John
d2214492-6ca0-4796-a148-9e4dd20e99c1
Andersson, Nils
2dd6d1ee-cefd-478a-b1ac-e6feedafe304
Hawke, Ian
fc964672-c794-4260-a972-eaf818e7c9f4

Hatton, Marcus John (2025) Simulating relativistic, dissipative hydrodynamics for neutron star mergers. University of Southampton, Doctoral Thesis, 226pp.

Record type: Thesis (Doctoral)

Abstract

Neutron stars are astrophysical compact objects that contain a host of extreme physics including strong gravity, immense magnetic fields and highly dense nuclear matter. Neutron star mergers are violent enough to probe this physics in a meaningful way through our detection of the electromagnetic and gravitational waves we receive from these events.

However, their complexity necessitates the use of numerical simulations to evolve the curved spacetime, as well as the fluid used to describe the neutron stars themselves. Most simulations to date use an ‘ideal fluid’ description - a simplification that reduces computational cost but misses out-of-equilibrium effects like dissipation.

Here, we compare results from a number of both established and emerging models of non-ideal hydrodynamics. This includes results from our novel formulation of dissipative hydrodynamics, which we show is able to capture viscosity and heat conductivity near the ideal fluid limit in a highly efficient computational way.

Even the highest resolution simulations of binary neutron star mergers are unable to resolve all the dynamical scales of these systems, leaving unresolved, subgrid microphysics. This can produce macroscale effects, which our field of research has recently begun to model using explicit large-eddy simulations.

To advance this direction, we also present the first fully-covariant, Lagrangian filtering scheme applied to relativistic turbulence. We show that a dissipative fluid prescription, with statistically-fitted non-ideal parameters, may be used as a closure scheme to describe the residuals introduced by explicitly filtering fine-scale fluid flow.

These pieces of work, together, will enable us to perform higher resolution simulations of neutron star mergers that include more of the relevant physics. This will serve us well when trying to obtain accurate gravitational waveforms and electromagnetic signals to compare against future detections from next-generation detectors.

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More information

Published date: 2025
Keywords: numerical relativity, gravitational waves, neutron star mergers, relativistic fluid dynamics

Identifiers

Local EPrints ID: 501605
URI: http://eprints.soton.ac.uk/id/eprint/501605
PURE UUID: 4a321d6d-ba7c-4a5d-a015-2169accb17b9
ORCID for Nils Andersson: ORCID iD orcid.org/0000-0001-8550-3843
ORCID for Ian Hawke: ORCID iD orcid.org/0000-0003-4805-0309

Catalogue record

Date deposited: 04 Jun 2025 16:47
Last modified: 11 Sep 2025 02:13

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Contributors

Author: Marcus John Hatton
Thesis advisor: Nils Andersson ORCID iD
Thesis advisor: Ian Hawke ORCID iD

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