Buoyancy and g-modes in young superfluid neutron stars
Buoyancy and g-modes in young superfluid neutron stars
We consider the local dynamics of a realistic neutron star core, including composition gradients, superfluidity and thermal effects. The main focus is on the gravity g-modes, which are supported by composition stratification and thermal gradients. We derive the equations that govern this problem in full detail, paying particular attention to the input that needs to be provided through the equation of state and distinguishing between normal and superfluid regions. The analysis highlights a number of key issues that should be kept in mind whenever equation of state data is compiled from nuclear physics for use in neutron star calculations. We provide explicit results for a particular stellar model and a specific nucleonic equation of state, making use of cooling simulations to show how the local wave spectrum evolves as the star ages. Our results show that the composition gradient is effectively dominated by the muons whenever they are present. When the star cools below the superfluid transition, the support for g-modes at lower densities (where there are no muons) is entirely thermal. We confirm the recent suggestion that the g-modes in this region may be unstable, but our results indicate that this instability will be weak and would only be present for a brief period of the star’s life. Our analysis accounts for the presence of thermal excitations encoded in entrainment between the entropy and the superfluid component. Finally, we discuss the complete spectrum, including the normal sound waves and, in superfluid regions, the second sound
1489-1511
Passamonti, Andrea
ca736053-559e-4c50-8a5c-92a0364d42c5
Andersson, Nils
2dd6d1ee-cefd-478a-b1ac-e6feedafe304
Ho, Wynn C.G.
d78d4c52-8f92-4846-876f-e04a8f803a45
17 November 2015
Passamonti, Andrea
ca736053-559e-4c50-8a5c-92a0364d42c5
Andersson, Nils
2dd6d1ee-cefd-478a-b1ac-e6feedafe304
Ho, Wynn C.G.
d78d4c52-8f92-4846-876f-e04a8f803a45
Passamonti, Andrea, Andersson, Nils and Ho, Wynn C.G.
(2015)
Buoyancy and g-modes in young superfluid neutron stars.
Monthly Notices of the Royal Astronomical Society, 455 (2), .
(doi:10.1093/mnras/stv2149).
Abstract
We consider the local dynamics of a realistic neutron star core, including composition gradients, superfluidity and thermal effects. The main focus is on the gravity g-modes, which are supported by composition stratification and thermal gradients. We derive the equations that govern this problem in full detail, paying particular attention to the input that needs to be provided through the equation of state and distinguishing between normal and superfluid regions. The analysis highlights a number of key issues that should be kept in mind whenever equation of state data is compiled from nuclear physics for use in neutron star calculations. We provide explicit results for a particular stellar model and a specific nucleonic equation of state, making use of cooling simulations to show how the local wave spectrum evolves as the star ages. Our results show that the composition gradient is effectively dominated by the muons whenever they are present. When the star cools below the superfluid transition, the support for g-modes at lower densities (where there are no muons) is entirely thermal. We confirm the recent suggestion that the g-modes in this region may be unstable, but our results indicate that this instability will be weak and would only be present for a brief period of the star’s life. Our analysis accounts for the presence of thermal excitations encoded in entrainment between the entropy and the superfluid component. Finally, we discuss the complete spectrum, including the normal sound waves and, in superfluid regions, the second sound
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Published date: 17 November 2015
Organisations:
Applied Mathematics
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Local EPrints ID: 381608
URI: http://eprints.soton.ac.uk/id/eprint/381608
ISSN: 1365-2966
PURE UUID: 619a7474-4f6b-4ae6-a686-0ee408e20344
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Date deposited: 09 Oct 2015 11:02
Last modified: 15 Mar 2024 02:59
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Author:
Andrea Passamonti
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