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Table 3-2 cont’d: Calculation of critical nucleation parameters and nucleation rate at zero internal and externally applied
stress. Case of finite energy barrier model of solvus hysteresis - equilibrium solvus assumed to be given
midway between TSSD and TSSP2 solvi [Pan et al., 1996].
gstrain( gstrain(re ao*(m) co*(m) Vo*(nu i(J/ =c/ Go* exp(- *(s - no*( nu Jo(nucl
3
3 -1
3
2
exact) duced) =∙a* cl,m ) m ) i Go*/kBT 1 ) cl/m ) /m s )
n)
1.94E+ 1.94E+07 4.317 8.203E 6.405E 0.2 0.01 4.451 8.11728E 1.14E 3.54E- 4.04E+
07 E-09 -11 -27 90 E-19 -26 +04 03 00
2.59E+ 2.59E+07 3.396 8.604E 4.157E 0.15 0.02 2.754 2.98249E 7.07E 1.30E 9.19E+
07 E-09 -11 -27 53 E-19 -16 +03 +07 09
3.88E+ 3.88E+07 2.509 9.533E 2.513E 0.1 0.03 1.503 3.38214E 3.86E 1.47E 5.69E+
07 E-09 -11 -27 80 E-19 -09 +03 +14 16
4.85E+ 4.85E+07 2.183 1.037E 2.070E 0.08 0.04 1.138 3.84287E 2.92E 1.68E 4.89E+
07 E-09 -10 -27 75 E-19 -07 +03 +16 18
5.54E+ 5.54E+07 2.038 1.106E 1.924E 0.07 0.05 9.914 2.57559E 2.55E 1.12E 2.86E+
07 E-09 -10 -27 43 E-20 -06 +03 +17 19
5.96E+ 5.96E+07 1.973 1.153E 1.881E 0.06 0.05 9.294 5.75676E 2.39E 2.51E 5.99E+
07 E-09 -10 -27 5 85 E-20 -06 +03 +17 19
6.45E+ 6.45E+07 1.917 1.214E 1.868E 0.06 0.06 8.771 1.13632E 2.25E 4.95E 1.12E+
07 E-09 -10 -27 33 E-20 -05 +03 +17 20
7.03E+ 7.03E+07 1.872 1.294E 1.900E 0.05 0.06 8.372 1.90763E 2.15E 8.32E 1.79E+
07 E-09 -10 -27 5 91 E-20 -05 +03 +17 20
7.72E+ 7.72E+07 1.848 1.404E 2.008E 0.05 0.07 8.152 2.53804E 2.09E 1.11E 2.32E+
07 E-09 -10 -27 60 E-20 -05 +03 +18 20
8.57E+ 8.57E+07 1.856 1.567E 2.262E 0.04 0.08 8.225 2.30658E 2.11E 1.01E 2.12E+
07 E-09 -10 -27 5 44 E-20 -05 +03 +18 20
1.27E+ 1.27E+08 2.891 3.663E 1.283E 0.03 0.12 1.996 5.57495E 5.13E 2.43E 1.25E+
08 E-09 -10 -26 67 E-19 -12 +03 +11 14
1.36E+ 1.36E+08 3.757 5.098E 3.014E 0.02 0.13 3.370 1.0074E- 8.65E 4.39E 3.80E+
08 E-09 -10 -26 8 57 E-19 19 +03 +03 06
1.41E+ 1.41E+08 4.625 6.509E 5.831E 0.02 0.14 5.107 1.62364E 1.31E 7.08E- 9.28E-
08 E-09 -10 -26 7 07 E-19 -29 +04 07 04
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