Use the assumed modes method with trial functions [ w_{1}(x)=x(x-L) quad w_{2}(x)=x(x-L)^{2} quad w_{3}(x)=x(x-L)^{3} ] to approximate
Question:
Use the assumed modes method with trial functions
\[ w_{1}(x)=x(x-L) \quad w_{2}(x)=x(x-L)^{2} \quad w_{3}(x)=x(x-L)^{3} \]
to approximate the two lowest natural frequencies and mode shapes for a simply supported beam.
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Related Book For
Question Posted: