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Gravitational wave emission from a magnetically deformed non barotropic neutron star

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Figure 1. A diagram of the magnetic field lines described by equations (4)–(6). The surface of the star is represented by the dashed circle
Figure 2. Left-hand column: pressure and density perturbations μ 0 δp/B 2 0 (solid curve) and μ 0 δρ|d/dr|/B 2 0 (dashed curve) versus normalized radius r, at θ = π/2, with η p = 1 and various values of 
Figure 3. (a) Density profiles for the unmagnetized parabolic steady state given by equation (14) (solid curve) and the unmagnetized n = 1 polytropic steady state given by equation (18) (dashed curve) in units of M  /R 3  ; (b) gravitational acceleration
Table 1. Comparison between the ellipticities  obtained by Haskell et al. (2008) ( H , fourth column) and by using equation (21) ( 21 , fifth column), as a function of the eigenvalue λ and volume-averaged toroidal field strength B t , with the volume-av
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