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May 12 |
comment |
Compile not correctly initializing a variable defined inside Module Thank you all. I've just reported the bug. |
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May 12 |
revised |
Compile not correctly initializing a variable defined inside Module added 9 characters in body |
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May 12 |
asked | Compile not correctly initializing a variable defined inside Module |
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Apr 26 |
comment |
What technical obstacles prevent all Mathematica code compiling to C Such a compilation would be very useful, even with the entire kernel "attached" to it. It would allow a different use of Mathematica than the current ones. AFAIK, there is no runtime available as happens for MATLAB. If you want to call some user defined functions from a different environment, either you need the full Mathematica version installed, or you need to negotiate your special case with WR. I whished that our programs/functions could be more integrated into other environments. |
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Apr 7 |
awarded | Nice Answer |
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Apr 1 |
awarded | Nice Question |
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Mar 28 |
revised |
NDSolve and {C, K, Slot} and other built-ins as a variable name added 7 characters in body |
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Mar 28 |
revised |
NDSolve two PDE plus one ODE, together deleted 5 characters in body |
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Mar 28 |
revised |
NDSolve two PDE plus one ODE, together added 181 characters in body |
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Mar 28 |
comment |
NDSolve two PDE plus one ODE, together It toke me some time to figure out the problem. Take a look at my following answer: mathematica.stackexchange.com/questions/15672/… |
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Mar 28 |
answered | NDSolve and {C, K, Slot} and other built-ins as a variable name |
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Mar 28 |
comment |
creating an API or Widget based on a Mathematica notebook probably with the future online.wolfram.com |
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Mar 27 |
comment |
NDSolve two PDE plus one ODE, together After checking, it returns something very wrong. Probably beacuase we are relating u and h in all their x dimension with acc, when acc is actually only influencing the le point. |
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Mar 27 |
comment |
NDSolve two PDE plus one ODE, together It already helps a little. I'm checking if results are correct. But the definition of acc for a range of x is a little artificial, considering that acc is a single point in space... But thank you anyway. |
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Mar 27 |
comment |
NDSolve two PDE plus one ODE, together @RolfMertig I get NDSolve::delpde: Delay partial differential equations are not currently supported by NDSolve. >>. Since there is no "delayed" problem, I imagine that there's a different way do define it. I've done: Derivative[1, 0][acc][t, x] == b*h[t, le]*u[t, le], acc[0, x] == 0 |
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Mar 27 |
comment |
NDSolve two PDE plus one ODE, together @RolfMertig but it handles well the two coupled PDE (the result looks correct when cross-checking with other sources). It's only when I add the ODE that it gets confused. |
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Mar 27 |
revised |
NDSolve two PDE plus one ODE, together added 67 characters in body |
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Mar 27 |
comment |
NDSolve two PDE plus one ODE, together @PlatoManiac as stated on the problem description, the simplified example doesn't have a dependence. But once the errors are gone, I'll add it to the h[t, le] boundary (actually, something like h[t, le]==acc/100). I just thought one problem at a time. (acc is a volume, 100 is an area, and h is a height...) |
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Mar 27 |
revised |
NDSolve two PDE plus one ODE, together edited body |
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Mar 27 |
revised |
NDSolve two PDE plus one ODE, together added 2 characters in body |
