Dynamic Analysis Cantilever Beam Matlab Code Link Online

[ m_e = \frac\rho A L_e420 \beginbmatrix 156 & 22L_e & 54 & -13L_e \ 22L_e & 4L_e^2 & 13L_e & -3L_e^2 \ 54 & 13L_e & 156 & -22L_e \ -13L_e & -3L_e^2 & -22L_e & 4L_e^2 \endbmatrix ]

(consistent mass formulation):

Once we have global mass ( M ) and stiffness ( K ), the forced vibration equation is: Dynamic Analysis Cantilever Beam Matlab Code

The following MATLAB code can be used to perform a dynamic analysis of a cantilever beam using the FEM: [ m_e = \frac\rho A L_e420 \beginbmatrix 156

Copy the code into a file named cantilever_dynamic.m . Dynamic Analysis Cantilever Beam Matlab Code