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Table 1.

Estimations with n0 = 100 cm−3, B1, and B2 are the mean magnetic field strength using k = 1/2 and k = 1/3, respectively, assuming an additional flux loss αad = 10−2 due to ambipolar diffusion.

M* R* B1 B2 Beq
(M) (R) (kg m−3) (G) (G) (G)
1 13 0.64 166.34 7.72 341
1 6 6.53 780.85 36.24 955
1 3 52.23 3.1 × 103 144.98 2.4 × 103
1 2 176.27 7 × 103 326.20 4.1 × 103
1 1.8 241.80 8.7 × 103 402.71 4.8 × 103

3 22 0.40 120.81 5.61 1.5 × 103
3 15 1.25 259.88 12.06 2.5 × 103
3 13 1.93 345.99 16.06 3.1 × 103
3 11 3.18 483.24 22.43 3.8 × 103
3 9 5.80 721.88 33.51 5 × 103

5 45 0.08 40.59 1.88 1.6 × 103
5 30.5 0.25 88.36 4.10 2.7 × 103
5 21.6 0.70 176.17 8.18 4.3 × 103
5 19.3 0.98 220.67 10.24 5 × 103
5 18 1.21 253.69 11.78 5.5 × 103

Notes. Beq denotes that equipartition field strength within the protostar that is required to suppress convection. Here, the recoupling between the density and the magnetic field is assumed to happen at a number density of 1015 cm−3, and subsequently to follow a spherically symmetric contraction. For the purpose of comparison, we adopt here the fully convective protostellar models employed by Moss (2003).

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