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Phil Rosenfield, Fridolin Weber, Horst Lenske.  Neutron stars: a short synopsis  The structure of neutron stars  Modeling neutron stars  The equation.

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Presentation on theme: "Phil Rosenfield, Fridolin Weber, Horst Lenske.  Neutron stars: a short synopsis  The structure of neutron stars  Modeling neutron stars  The equation."— Presentation transcript:

1 Phil Rosenfield, Fridolin Weber, Horst Lenske

2  Neutron stars: a short synopsis  The structure of neutron stars  Modeling neutron stars  The equation of state  Rotating or non-rotating  Two results  Conclusions

3 A neutron star is left over from the supernova of a star not massive enough to leave a black hole.

4  Mass: 1-2 M Sun  Radius: 10 - 15 km  Huge magnetic fields  Extremely dense  Fastest Rotation Rate: 1122 Hz  10 7 − 9 in a typical galaxy If I could get my bike tires going that fast, I’d be moving at 1,700 mph. On the surface of a typical sized neutron star, particles are moving at 80%c! If I could get my bike tires going that fast, I’d be moving at 1,700 mph. On the surface of a typical sized neutron star, particles are moving at 80%c! Objects that don’t make sense, that can’t be explained with current theories, are the guides that lead us to better understanding our universe.

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6 NON ROTATING  Spherically Symmetric  Curved space-time ROTATING  Poles shrink, equator bulges  Maximum rotation rate  Frame dragging

7 MASS-EQUATORIAL RADIUS  Rotation  Larger Radius PERIOD-MASS  Rotation  More mass

8  Rotation matters  These equations of state can explain the fastest spinning neutron stars What’s Next Going to grad school – hope to look for more neutron stars What’s Next Going to grad school – hope to look for more neutron stars


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