Magnetic braking of self-gravitating, oblate interstellar clouds

Astronomy and Astrophysics – Astrophysics

Scientific paper

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Galactic Rotation, Gravitational Effects, Interstellar Magnetic Fields, Interstellar Matter, Magnetohydrodynamic Flow, Plasma Clouds, Ambipolar Diffusion, Angular Momentum, Magnetic Effects

Scientific paper

The efficiency of magnetic braking of a rotating oblate cloud under the combined effects of self-gravity and pressure forces is studied using a simplified approximate cloud model. A characteristic time is determined for the loss of angular momentum by a dense interstellar cloud flattened along the common direction of the magnetic-field and angular-momentum vectors. By properly scaling the magnetic field with the gas density, it is found that the characteristic time depends only on the present cloud temperature and the magnetic-field strength at the time of cloud formation. Application of the result to dark and molecular clouds indicates that a typical dark cloud loses its angular momentum in a characteristic time of 820,000 yr, while a molecular cloud (temperature of approximately 50 K) as a whole requires 1.3 million yr. The characteristic time is compared with the ambipolar diffusion time, and a 'critical' density is obtained above which a dense cloud is expected to exhibit an angular velocity significantly larger than that due to Galactic rotation alone.

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