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Magnetized (“ real ”) Accretion Flows Roman Shcherbakov, 5 December, 2007
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Specifics of Magnetized accretion Coulomb mean free path > size of the flow Proton gyroradius < size of the flow collisionless MHD (not full kinetic theory) collisionless MHD Plasma beta parameterMagnetization in the real flows, thus magnetic field is usually dynamically important
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Spherical accretion. Problem
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Spherical accretion. Setup Outer magnetization radius of influence of BH/NS – Compression maintains turbulence Balance between build-up and dissipation Externally supported Isotropic turbulence Supported by compression Non-Isotropic turbulence
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Spherical accretion. Accretion rate Relativistic EOS Larger inhibition Larger magnetizaton Smaller accretion rate outer magnetization normalized accretion rate Larger back-reaction
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Spherical accretion. Magnetization
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Magnetorotational Instability
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Evolution of MRI z
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Transport of angular momentum Reynolds stress (>0) Maxwell stress (<0) Schwarz inequality Also Upper boundary for stress stress is important, angular momentum can go up and be carried away by wind
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vs Kato, Yoshizawa, 1995PASJ...47..629K turbulent stress coefficient energy generation coefficient
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Evolution of magnetization
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Evolution of angular momentum alpha
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Density contours CK Chan, 2007
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Analytic closures Pessah, CK Chan 2007
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Krolik, 2005
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Hawley, Balbus 2002
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Conclusions Magnetic field is an essential ingredient of ANY astrophysical flow Realistic accretion pattern is likely to be very complicated, outflows, jets Alpha parameter should at least be a function of radius, but apparently one parameter is not enough Zero torque condition at ISCO is not applicable Some analytic calculations, but progress is made through simulations
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