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You can try the method described in https://arxiv.org/pdf/1903.11240, section 7.1 (disclaimer: I never tried it myself) Let me know if it worked, I’m also curious. |
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I have the stiffness matrix [K] and the mass matrix [M] of a steel grid structure.
I should be able to get the eigenfrequencies of the structure with those matrices.
Theoretically they follow from
|[K] - v[M]| = 0,
, an (eigenproblem) where v (really omega squared) is the vector of eigenvalues (from which you can derive the frequencies).
How can I do that with what MathNet has to offer?
It has methods to get the eigenfrequencies of a matrix, but I have two of them: [K] and [M], each being, say, 100 x 100.
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