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| Variables | |
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| Function Details |
Rough approxiamtion of main sequence lifetime in years. tauMS ~ 10^10 years * (M/Msun)^-2.5 mass in solar masses. |
Approximate mass given main sequence lifetime in years. tauMS ~ 10^10 years * (M/Msun)^-2.5 mass in solar masses. |
Invert function y = F(x) using interpolation. Returns an interpolation function giving x as a function of y. |
Invert function y = F(x) using interpolation. Internally uses logarithmic scale in the x values and in performing the interpolation. Returnsan interpolation function giving x as a function of y. NOTE: provide y, don't provide log(y). |
Invert function y = F(x) using interpolation. Internally uses logarithmic scale in the y values. Returnsan interpolation function giving x as a function of y. NOTE: provide y, don't provide log(y). |
Returns a function giving stellar mass from lifetime. Uses invert_function_semilogy to define an interpolation function that will return stellar mass when given stellar lifetime. |
Lifetime in years from Maeder & Meynet (1989) via Romano et al. (2005). The minlife attribute gives the minimum lifetime for a star as M->inf. Parameters
NotesFrom Maeder & Meynet (1989), via Romano, Chiappini, Matteucci, Tosi, 2005, A&A, 430, 491 (2005A&A...430..491R), who say: t = 10^(-0.6545 logm + 1) for m <= 1.3 MSun 10^(-3.7 logm + 1.35) for 1.3 < m/MSun <= 3 10^(-2.51 logm + 0.77) for 3 < m/MSun <= 7 10^(-1.78 logm + 0.17) for 7 < m/MSun <= 15 10^(-0.86 logm - 0.94) for 15 < m/MSun <= 60 1.2 m^-1.85 + 0.003 for m > 60 MSun with t in units of Gyr. |
Lifetime in years from Kodama (1997) via Romano et al. (2005). The minlife attribute gives the minimum lifetime for a star as M->inf. Parameters
Notes50 for m <= 0.56 MSun 10^((0.334 - sqrt(1.790 - 0.2232*(7.764 - logm)))/0.1116) for m <= 6.6 MSun 1.2 m^-1.85 + 0.003 for m > 6.6 MSun |
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