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Table 5.

Diffusive shear instability. M = 10 M, R = 5.48 R, 12 Myr model.

r 2.4 2.7 3.0 3.3 3.7 4.0 4.3 4.7 5.0 5.3
T 7.e+06 5.e+06 4.e+06 3.e+06 3.e+06 2.e+06 1.e+06 8.e+05 5.e+05 2.e+05
g 5.e+04 4.e+04 3.e+04 2.e+04 2.e+04 2.e+04 1.e+04 1.e+04 1.e+04 1.e+04
Hp 2.e+10 2.e+10 2.e+10 2.e+10 2.e+10 2.e+10 1.e+10 1.e+10 9.e+09 5.e+09
Ny 1.e−03 1.e−03 1.e−03 1.e−03 1.e−03 1.e−03 1.e−03 1.e−03 1.e−03 1.e−03
κT 5.e10 8.e10 1.e11 3.e11 7.e11 3.e12 1.e13 4.e14 5.e15 1.e18

Vertical
F0/ρ 1.e−01 2.e−01 4.e−01 7.e−01 1.e+00 2.e+00 4.e+00 8.e+00 3.e+01 1.e+02
ReF 4.e+13 6.e+13 8.e+13 1.e+14 1.e+14 2.e+14 2.e+14 3.e+14 6.e+14 1.e+15
RiF 2.e+05 8.e+04 4.e+04 2.e+04 9.e+03 5.e+03 3.e+03 2.e+03 5.e+02 2.e+02
PrF 2.e−10 1.e−10 1.e−10 3.e−11 1.e−11 3.e−12 1.e−12 3.e−14 2.e−15 1.e−17
Pet 8.e+03 7.e+03 8.e+03 3.e+03 2.e+03 6.e+02 2.e+02 9.e+00 1.e+00 1.e−02
RiPrF 4.e−05 1.e−05 4.e−06 6.e−07 1.e−07 2.e−08 3.e−09 4.e−11 1.e−12 2.e−15

Horiz
U 2.e+03 6.e+03 9.e+03 1.e+04 2.e+04 3.e+04 4.e+04 6.e+04 7.e+04 4.e+04
Pe 4.e+02 6.e+02 1.e+03 6.e+02 4.e+02 1.e+02 6.e+01 2.e+00 2.e−01 7.e−04
Re 2.e+12 5.e+12 1.e+13 2.e+13 3.e+13 4.e+13 6.e+13 9.e+13 1.e+14 7.e+13
B 2.e+07 4.e+06 2.e+06 7.e+05 3.e+05 2.e+05 1.e+05 8.e+04 8.e+04 5.e+05
Pr 2.e−10 1.e−10 1.e−10 3.e−11 1.e−11 3.e−12 1.e−12 2.e−14 2.e−15 1.e−17
z 1.e+08 2.e+08 3.e+08 5.e+08 7.e+08 9.e+08 1.e+09 1.e+09 2.e+09 9.e+08
wrms 3.e+00 1.e+01 3.e+01 6.e+01 1.e+02 2.e+02 3.e+02 5.e+02 6.e+02 2.e+02
Pet 7.e−03 3.e−02 1.e−01 1.e−01 1.e−01 6.e−02 4.e−02 2.e−03 2.e−04 2.e−07
BPr 4.e−03 5.e−04 2.e−04 2.e−05 5.e−06 6.e−07 1.e−07 2.e−09 2.e−10 5.e−12

Notes. Velocities are from TIDES model Case 41. All units are cgs except r which is given in units of R. T is in °K. Stellar parameters from the BEC structure model and κT from Fig. 7 of Garaud & Kulenthirarajah (2016).

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