Yes, it is very easy problem. you can convert the second order differential equation to two first order coupled diff. Eq., then using the Matlab well known function Ode45 to solve the equations.

Yes, it is very easy problem. you can convert the second order differential equation to two first order coupled diff. Eq., then using the Matlab well known function Ode45 to solve the equations.

https://www.mathworks.com/help/symbolic/solve-differential-equation-numerically-1.html

Thank you Saeed for your response.

I like to do this in SIMULINK.

Thank you Tristan Ericson for your response.

Yes You can use both of them to do so, in Maple you can enter the initial form of your equations without any transformations but in MATLAB you must firstly transform your equations into state space and then solve it with ode45 or in case of stiff equations,ode23s.

Thank you Amirhossein Omidisoroor for your response.

Yes,

first step: write down the second order equations (N)

second step: switch to first order equations (the number of equations now ist 2 N)

third step: solve the equation system inside of matlab

Thank you Hermann Freund for your answer.

Linear I am providind

https://in.mathworks.com/help/signal/examples/modal-analysis-of-a-simulated-system-and-a-wind-turbine-blade.html

I agree with the answer given by Saeed, N. A. However the problem could also be solved using MAPLE and other computational software.