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[Sponsors] |
May 3, 2001, 13:27 |
FEM/Linear algebra question
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#1 |
Guest
Posts: n/a
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Hi I have a question:
Suppose I have a Finte element problem which is in the form of a system of linear equations: [K]{u}={F} where [K] is the sparse symmetric stiffness matrix, {u} is the solution vector of DOFs and {F} is the load vector. Is it possible to solve uniquely for [K] if we know what {u} and {F} are? What if I had the node connectivity (ie the grid), would it be possible then? |
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