Suppose there are two square symmetric matrices [K] and [M]. Since my work is related with structural analysis so they are typically stiffness and mass matrices. I am doing wave propagation study for a narrow band input load. In frequency domain, load amplitude is significant only between frequency [omega1 omega2]. So I am interested to find all eigen value and corresponding eigen vector only in this range.

The eigen value problem statement is
[K]=lambda[M]Suppose there are two square symmetric matrices [K] and [M]. Since my work is related with structural analysis so they are typically stiffness and mass matrices. I am doing wave propagation study for a narrow band input load. In frequency domain, load amplitude is significant only between frequency [omega1 omega2]. So I am interested to find all eigen value and corresponding eigen vector only in this range.

The eigen value problem statement is
[K]=lambda[M] Suppose there are two square symmetric matrices [K] and [M]. Since my work is related with structural analysis so they are typically stiffness and mass matrices. I am doing wave propagation study for a narrow band input load. In frequency domain, load amplitude is significant only between frequency [omega1 omega2]. So I am interested to find all eigen value and corresponding eigen vector only in this range.

The eigen value problem statement is
[K]=lambda[M] all eigen value between given range MATLAB Answers — New Questions

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