Hi everyone, kindly help me out in resolving my problem. Can we find out eigen vectors (mode shape vectors) from frequency response function matrix. I know that ,value of frf matrix at eigen value(nat freq) is the sum of eigen vector values? but how
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Hi everyone, kindly help me out in resolving my problem. Can we find out eigen vectors (mode shape vectors) from frequency response function matrix. I know that ,value of frf matrix at eigen value(nat freq) is the sum of eigen vector values? but how?
4 Comments
KALYAN ACHARJYA
on 23 Sep 2018
Can you share the representation maths, what you looking for?
Always mention the problem:
what is input? what result you are expecting and
what you have tried so far (code)
Walter Roberson
on 23 Sep 2018
That does not make sense. Eigen vectors are not unique: each one can be multiplied by any non-zero scale. They are vectors in the geometric sense, indicating direction but not magnitude.
Because of this, there is little meaning to adding the eigen vector values, because you could multiply any one of the eigen vectors by a non-zero scalar and get a different sum.
There might be some applications involving null space or row spans of eigen vectors to describe some kinds of theoretical possibilities, but I would not think those would directly have to do with modes.
Ayisha Nayyar
on 23 Sep 2018
Ayisha Nayyar
on 23 Sep 2018
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