AS 4002 Star Formation & Plasma Astrophysics Supercritical clouds Rapid contraction. Fragmentation into subregions –Also supercritical if size R ≥ clump.

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AS 4002 Star Formation & Plasma Astrophysics Supercritical clouds Rapid contraction. Fragmentation into subregions –Also supercritical if size R ≥ clump height Z. Compression of trapped magnetic flux. High star-forming efficiency: –Need 20 to 50% efficiency to form bound cluster. –20 to 50% of 270 M Sun pc –2 in OB stars gives luminosity density 10 4 to 10 5 L Sun pc –2. –cf. Trapezium region in Orion.

AS 4002 Star Formation & Plasma Astrophysics Subcritical clouds No way of initiating collapse if supporting magnetic flux is frozen-in. Solution: only (molecular) ions are tied to field lines. Ambipolar diffusion: field lines can slip through the neutrals, allowing supercritical cores to form. Long diffusion timescale means inefficient star formation.

AS 4002 Star Formation & Plasma Astrophysics Heating & cooling Main heating agent: cosmic-ray ionization occurs at rate Main cooling agent: optically thin emission from dust, CO etc Equilibrium temperature ~ 10 to 15 K Cores become optically thick at n ≥ m –3 –Heat trapped => dense cores warmer –Higher T => greater critical mass => more massive stars?

AS 4002 Star Formation & Plasma Astrophysics Ionization balance Two-body recombinations of charged particles and on charged grains give ion-neutral balance: Typically: Weak function of gas temperature; value given for T ~ 10 to 30 K, metal depletion 0.1 Hence for n ~ m –3, get ionization fraction

AS 4002 Star Formation & Plasma Astrophysics Drag force of neutrals Ions tied to field: Geometric value for collisions with u d > 10 km s-1 Cyclotron frequency Mean ion-neutral collision frequency = no of collisions per sec felt by ion Hence ion completes many cycles around fieldline between collisions NB:

AS 4002 Star Formation & Plasma Astrophysics Collision between ions and neutrals -> exchange of momentum -> neutrals exert a frictional (or drag) force on the ions. This force is balanced by the Lorentz force. Hence the ion-neutral drift velocity u d

AS 4002 Star Formation & Plasma Astrophysics Ambipolar diffusion Induction equation for the ion fluid Substitute to get nonlinear diffusion equation for neutrals:

AS 4002 Star Formation & Plasma Astrophysics Effective diffusion coefficient Express RHS in terms of a diffusion coeff: Alfvén speed in combined medium Collision time for neutral in sea of ions Diffusion and dynamical timescales for field with length scale R:

AS 4002 Star Formation & Plasma Astrophysics Typical timescales Cloud core of mass 1 M Sun, radius 0.1 pc and critical flux density has: This gives a dynamical timescale of a few times 10 5 y, and an ambipolar diffusion time an order of magnitude or so greater. From detailed analysis in slab geometry (see Shu 1987, Ann Rev A & A 25, 23):