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Rotating neutron star models with a toroidal magnetic field - SFB/TR7

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Results for realistic equations of state<br />

16<br />

3×10 −6<br />

2×10 −6<br />

• BalbN1H1<br />

• GlendNH3<br />

• Pol2C10<br />

2×10 −7 3×10 −7<br />

c B Pol2F10 •<br />

1×10 −6<br />

• SLy4<br />

Pol2 •<br />

AkmalPR<br />

BBB2 •<br />

• FPS<br />

• BPAL12<br />

0<br />

0 1×10 −7 4×10 −7<br />

Distortion coefficients for realistic<br />

equations of state for<br />

<strong>models</strong> <strong>with</strong> M = 1.4 M ⊙ in the<br />

non-rotating and non-magnetized<br />

case. The <strong>star</strong> radius<br />

increases as a function of the<br />

EOS from BPAL12 bottom left<br />

to GlendNH3 top right. Pol2<br />

labels a relativistic model based<br />

upon a γ = 2 polytropic<br />

EOS <strong>with</strong> a radius of R =<br />

12km. Pol2F10 denotes the<br />

coefficients of a model at the<br />

Newtonian limit <strong>with</strong> a radius<br />

of R = 10km, Pol2C10 the<br />

corresponding values given<br />

by Cutler (2002).<br />

c Ω<br />

( ) 2 ( ) 2<br />

¯B f<br />

ɛ = ɛ B + ɛ Ω = −c B + c<br />

10 15 Ω , ¯B = 〈B 2 〉 1/2 . (9)<br />

G Hz<br />

Joachim Frieben Golm, June 18, 2007

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