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תאריך ההצטרפות: 12 במאי 2022

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T Splines 3.4 Crack 5 (April-2022)



 


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e+13 6.0 splinefit 5.0 5e+13 6.0 NDSolve 4.2 2.7e+13 6.0 NIntegrate 5.1 5e+13 6.0 NMinimize 3.6 5e+13 6.0 NMaximize 5.0 1.3e+14 6.0 NDSolveValue 4.4 1.4e+14 6.0 NIntegrateValue 5.5 1.4e+14 6.0 NMinimizeValue 4.4 1.3e+14 6.0 NMaximizeValue 5.0 1.3e+14 6.0 I also tried to check the accuracy of NDSolveValue but it is the same. n = 20; IC = 2.4*10^-8; t = 1000; m[t_, x_] = NDSolveValue[{ x''[t] == -IC*Exp[-t*x[t]], x[0] == 1, x'[0] == 1}, x, {t, 0, t}]; If I don't specify a lower boundary, NDSolve can't set one: NDSolveValue[{x'[t] == 1, x[0] == 1}, x, {t, 0, 10}] In this case, NDSolve cannot find any solution. I tried also the variable lowerboundary with no success. I've seen that in Note that the default is [0, infinity], but you can also specify [0, t]. I use Mathematica 10.3 Edit 1 : I tried also with c = 1 but the error is the same. A: Try to use "D" instead of "L" in the option "LowerBoundaryCondition":

 

 


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