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| espenhjo |
Posted - 09/24/2003 : 06:51:28 AM
What would be the support for transcendental equations in Origin 7? I need to find the roots of the following equations;
Ideally the right side of the equation is known. Let’s say that n goes from 1 to 100, so there are n roots to the equations. Could it be solved so that we increment xi and zeta with a small fraction of PI and if the equations are valid the given xis and zetas are added to datasets?
Any other suggestions?
The xis and zetas are supposed to become constants in an equation sum that is used in an NLSF where a is the unknown parameter. This looks like:
Regards,
Espen
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| 1 L A T E S T R E P L I E S (Newest First) |
| easwar |
Posted - 09/24/2003 : 10:41:31 AM
Hi Espen,
There is currently no direct support for solving transcendental equations in Origin. However, you can code this in Origin C if you have the algorithm, or ANSI C code from other sources.
Easwar
OriginLab.
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